﻿<?xml version="1.0" encoding="utf-8"?><rss version="2.0"><channel><title>Ayende @ Rahien</title><link>http://ayende.org/blog/</link><description>Ayende @ Rahien</description><copyright>Copyright (C) Ayende Rahien  2004 - 2021 (c) 2026</copyright><ttl>60</ttl><item><title>Scaling HNSW in RavenDB: Optimizing for inadequate hardware</title><description>&lt;p&gt;RavenDB 7.0 introduces vector search using the Hierarchical Navigable Small World (HNSW) algorithm, a graph-based approach for Approximate Nearest Neighbor search. HNSW enables efficient querying of large vector datasets but requires random access to the entire graph, making it memory-intensive.&lt;/p&gt;&lt;p&gt;HNSW&amp;#39;s random read and insert operations demand in-memory processing. For example, inserting 100 new items into a graph of 1 million vectors scatters them randomly, with no efficient way to sort or optimize access patterns. That is in dramatic contrast to the usual algorithms we can employ (B+Tree, for example), which can greatly benefit from such optimizations.&lt;/p&gt;&lt;p&gt;Let&amp;rsquo;s assume that we deal with vectors of 768 dimensions, or 3KB each. If we have 30 million vectors, just the &lt;em&gt;vector&lt;/em&gt;&amp;nbsp;storage is going to take 90GB of memory. Inserts into the graph require us to do effective random reads (with no good way to tell what those would be in advance). Without sufficient memory, performance degrades significantly due to disk swapping.&lt;/p&gt;&lt;p&gt;The rule of thumb for HNSW is that you want at least 30% more memory than the vectors would take. In the case of 90GB of vectors, the minimum required memory is going to be 128GB. &lt;/p&gt;&lt;h2&gt;Cost reduction&lt;/h2&gt;&lt;blockquote&gt;&lt;p&gt;You can also use quantization (shrinking the size of the vector with some loss of accuracy). Going to binary quantization for the same dataset requires just 3GB of space to store the vectors. But there is a loss of accuracy (may be around 20% loss). &lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;We tested RavenDB&amp;rsquo;s HNSW implementation on a 32 GB machine with a 120 GB vector index (and no quantization), simulating a scenario with four times more data than available memory.&lt;/p&gt;&lt;p&gt;This is an utterly &lt;em&gt;invalid&lt;/em&gt;&amp;nbsp;scenario, mind you. For that amount of data, you are expected to build the HNSW index on a machine with 192GB. But we wanted to see how far we could stress the system and what kind of results we would get here. &lt;/p&gt;&lt;p&gt;The initial implementation stalled due to excessive memory use and disk swapping, rendering it impractical. Basically, it ended up doing a page fault on each and every operation, and that stalled forward progress completely. &lt;/p&gt;&lt;h2&gt;Optimization Approach&lt;/h2&gt;&lt;p&gt;Optimizing for such an extreme scenario seemed futile, this is an invalid scenario almost by definition. But the idea is that improving this out-of-line scenario will also end up improving the performance for more reasonable setups.&lt;/p&gt;&lt;p&gt;When we analyzed the costs of HNSW in a severely memory-constrained environment, we found that there are two primary costs.&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;strong&gt;Distance computations&lt;/strong&gt;: Comparing vectors (e.g., cosine similarity) is computationally expensive.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Random vector access&lt;/strong&gt;: Loading vectors from disk in a random pattern is slow when memory is insufficient.&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;Distance computation is doing math on two 3KB vectors, and on a large graph (tens of millions), you&amp;rsquo;ll typically need to run between 500 - 1,500 distance comparisons. To give some context, adding an item to a B+Tree of the same size will have fewer than twenty comparisons (and highly localized ones, at that).&lt;/p&gt;&lt;p&gt;That means reading about 2MB of data &lt;em&gt;per insert&lt;/em&gt;&amp;nbsp;on average. Even if everything is in memory, you are going to be paying a significant cost here in CPU cycles. If the data does &lt;em&gt;not &lt;/em&gt;reside in memory, you have to fetch it (and it isn&amp;rsquo;t as neat as having a single 2MB range to read, it is scattered all over the place, and you need to traverse the graph in order to find what you need to read). &lt;/p&gt;&lt;p&gt;To address this issue, we completely restructured how we go about inserting nodes into the graph. We avoid serial execution and instead spawn multiple insert processes at the same time. Interestingly enough, we are single-threaded in this regard. We extract from the process the parts where it does the distance computation and loads the vectors.&lt;/p&gt;&lt;p&gt;Each process will run the algorithm until it reaches the stage where it needs to run distance computation on some vectors. In that case, it will yield to &lt;em&gt;another&lt;/em&gt;&amp;nbsp;process and let it run. We keep doing this until we have no more runnable processes to execute. &lt;/p&gt;&lt;p&gt;We can then scan the list of nodes that we need to process (run distance computation on all their edges), and we can then:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Gather all vectors needed for graph traversal.&lt;/li&gt;&lt;li&gt;Preload them from disk efficiently.&lt;/li&gt;&lt;li&gt;Run distance computations across multiple threads simultaneously.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;The idea here is that we save time by preloading data efficiently. Once the data is loaded, we throw all the distance computations per node to the thread pool. As soon as any of those distance computations are done, we resume the stalled process for it. &lt;/p&gt;&lt;p&gt;The idea is that at any given point in time, we have processes moving forward or we are preloading from the disk, while at the same time we have background threads running to compute distances.&lt;/p&gt;&lt;p&gt;This allows us to make maximum use of the hardware. Here is what this looks like midway through the process:&lt;/p&gt;&lt;p&gt;&lt;img src="/blog/Images/lR-iubwjPlhmlE83XxruWw.png"/&gt;&lt;/p&gt;&lt;p&gt;As you can see, we still have to go to the disk a lot (no way around that with a working set of 120GB on a 32GB machine), but we are able to make use of that &lt;em&gt;efficiently&lt;/em&gt;. We always have forward progress instead of just waiting. &lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;Don&amp;rsquo;ttry this on the cloud - most cloud instances have a limited amount of IOPS to use, and this approach will burn through any amount you have &lt;em&gt;quickly&lt;/em&gt;. We are talking about roughly 15K - 20K IOPS on a sustained basis. This is meant for testing in &lt;em&gt;adverse&lt;/em&gt;&amp;nbsp;conditions, on hardware that is utterly unsuitable for the task at hand. A machine with the proper amount of memory will not have to deal with this issue. &lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;While still slow on a 32 GB machine due to disk reliance, this approach completed indexing 120 GB of vectors in about 38 hours (average rate of 255 vectors/sec). To compare, when we ran the same thing on a 64GB machine, we were able to complete the indexing process in just over 14 hours (average rate of 694 vectors/sec). &lt;/p&gt;&lt;h2&gt;Accuracy of the results&lt;/h2&gt;&lt;p&gt;When inserting many nodes in parallel to the graph, we risk a loss of accuracy. When we insert them one at a time, nodes that are close together will naturally be linked to one another. But when running them in parallel, we may &amp;ldquo;miss&amp;rdquo; those relations because the two nodes aren&amp;rsquo;t yet discoverable.&lt;/p&gt;&lt;p&gt;To mitigate that scenario, we preemptively link all the in-flight nodes to each other, then run the rest of the algorithm. If they are &lt;em&gt;not &lt;/em&gt;close to one another, these edges will be pruned. It turns out that this behavior actually &lt;em&gt;increased&lt;/em&gt;&amp;nbsp;the overall accuracy (by about 1%) compared to the previous behavior. This is likely because items that are added at the same time are naturally linked to one another.&lt;/p&gt;&lt;h2&gt;Results&lt;/h2&gt;&lt;p&gt;On smaller datasets (&amp;ldquo;merely&amp;rdquo; hundreds of thousands of vectors) that fit in memory, the optimizations reduced indexing time by 44%! That is mostly because we now operate in parallel and have more optimized I/O behavior.&lt;/p&gt;&lt;p&gt;We are quite a bit faster, we are (slightly) more accurate, and we also have reasonable behavior when we exceed the system limits. &lt;/p&gt;&lt;h2&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;What about binary quantization?&lt;/h2&gt;&lt;blockquote&gt;&lt;p&gt;I mentioned that binary quantization can massively reduce the amount of space required for vector search. We also ran tests with the same dataset using binary quantization. The total size of all the vectors was around 3GB, and the total index size (including all the graph nodes, etc.) was around 18 GB. That took under 5 hours to index on the same 32GB machine. &lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;If you care to know what it is that we are doing, take a look at the &lt;a href="https://github.com/ayende/ravendb/blob/ee200c0e963aac9509735455fa7a257e1c2aef9c/src/Voron/Data/Graphs/Hnsw.Parallel.cs"&gt;Hnsw.Parallel&lt;/a&gt;&amp;nbsp;file inside the repository. The implementation is quite involved, but I&amp;rsquo;m really proud of how it turned out in the end.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/202468-C/scaling-hnsw-in-ravendb-optimizing-for-inadequate-hardware?Key=ccb37cc4-6c41-4bfb-9eb0-b5b69e8f0ddf</link><guid>http://ayende.org/blog/202468-C/scaling-hnsw-in-ravendb-optimizing-for-inadequate-hardware?Key=ccb37cc4-6c41-4bfb-9eb0-b5b69e8f0ddf</guid><pubDate>Wed, 14 May 2025 12:00:00 GMT</pubDate></item><item><title>Optimizing the cost of clearing a set</title><description>&lt;p&gt;Let&amp;rsquo;s say I want to count the number of reachable nodes for each node in the graph. I can do that using the following code:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token constant"&gt;DFS&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;Node start&lt;span class="token punctuation"&gt;,&lt;/span&gt; HashSet&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;Node&lt;span class="token operator"&gt;&gt;&lt;/span&gt; visited&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;start &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token keyword"&gt;null&lt;/span&gt; &lt;span class="token operator"&gt;||&lt;/span&gt; visited&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Contains&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;start&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token keyword"&gt;return&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    visited&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;start&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token function"&gt;foreach&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; neighbor &lt;span class="token keyword"&gt;in&lt;/span&gt; start&lt;span class="token punctuation"&gt;.&lt;/span&gt;Neighbors&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token constant"&gt;DFS&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;neighbor&lt;span class="token punctuation"&gt;,&lt;/span&gt; visited&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;


&lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token function"&gt;MarkReachableCount&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;Graph g&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
   &lt;span class="token function"&gt;foreach&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; node &lt;span class="token keyword"&gt;in&lt;/span&gt; g&lt;span class="token punctuation"&gt;.&lt;/span&gt;Nodes&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
   &lt;span class="token punctuation"&gt;{&lt;/span&gt;
       HashSet&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;Node&lt;span class="token operator"&gt;&gt;&lt;/span&gt; visited &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
       &lt;span class="token constant"&gt;DFS&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;node&lt;span class="token punctuation"&gt;,&lt;/span&gt; visisted&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
       node&lt;span class="token punctuation"&gt;.&lt;/span&gt;ReachableGraph &lt;span class="token operator"&gt;=&lt;/span&gt; visited&lt;span class="token punctuation"&gt;.&lt;/span&gt;Count&lt;span class="token punctuation"&gt;;&lt;/span&gt;
   &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;A &lt;em&gt;major &lt;/em&gt;performance cost for this sort of operation is the allocation cost. We allocate a separate hash set for each node in the graph, and then allocate whatever backing store is needed for it. If you have a big graph with many connections, that is &lt;em&gt;expensive&lt;/em&gt;. &lt;/p&gt;&lt;p&gt;A simple fix for that would be to use:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-json'&gt;&lt;code class='line-numbers language-json'&gt;void MarkReachableCount(Graph g)
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
   HashSet&amp;lt;Node&gt; visited = &lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;;
   foreach(var node in g.Nodes)
   &lt;span class="token punctuation"&gt;{&lt;/span&gt;
       visited.Clear();
       DFS(node&lt;span class="token punctuation"&gt;,&lt;/span&gt; visisted);
       node.ReachableGraph = visited.Count;
   &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;This means that we have almost no allocations for the entire operation, yay!&lt;/p&gt;&lt;p&gt;This function also performs &lt;em&gt;significantly&lt;/em&gt;&amp;nbsp;worse than the previous one, even though it barely allocates. The reason for that? The call to &lt;code&gt;Clear()&lt;/code&gt;&amp;nbsp;is &lt;em&gt;expensive&lt;/em&gt;. &lt;a href="https://github.com/dotnet/runtime/blob/main/src/libraries/System.Private.CoreLib/src/System/Collections/Generic/HashSet.cs#L197"&gt;Take a look at the implementation&lt;/a&gt;&amp;nbsp;-&amp;nbsp;this method needs to zero out two arrays, and it will end up being as large as the node with the most reachable nodes. Let&amp;rsquo;s say we have a node that can access 10,000 nodes. That means that for &lt;em&gt;each node,&lt;/em&gt;&amp;nbsp;we&amp;rsquo;ll have to clear an array of about 14,000 items, as well as another array that is as big as the number of nodes we just visited. &lt;/p&gt;&lt;p&gt;No surprise that the allocating version was actually cheaper. We use the &lt;code&gt;visited&lt;/code&gt;&amp;nbsp;set for a short while, then discard it and get a new one. That means no expensive &lt;code&gt;Clear()&lt;/code&gt;&amp;nbsp;calls. &lt;/p&gt;&lt;p&gt;The question is, can we do better? Before I answer that, let&amp;rsquo;s try to go a bit deeper in this analysis. Some of the main costs in &lt;code&gt;HashSet&amp;lt;Node&amp;gt;&lt;/code&gt;&amp;nbsp;are the calls to &lt;code&gt;GetHashCode()&lt;/code&gt;&amp;nbsp;and &lt;code&gt;Equals()&lt;/code&gt;. For that matter, let&amp;rsquo;s look at the cost of the &lt;code&gt;Neighbors&lt;/code&gt;&amp;nbsp;array on the &lt;code&gt;Node&lt;/code&gt;.&lt;/p&gt;&lt;p&gt;Take a look at the following options:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-java'&gt;&lt;code class='line-numbers language-java'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;record&lt;/span&gt; &lt;span class="token class-name"&gt;Node1&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;List&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token class-name"&gt;Node&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; &lt;span class="token class-name"&gt;Neighbors&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;record&lt;/span&gt; &lt;span class="token class-name"&gt;Node2&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;List&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; &lt;span class="token class-name"&gt;NeighborIndexes&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;Let&amp;rsquo;s assume each node has about 10 - 20 neighbors. What is the cost in memory for each option? &lt;code&gt;Node1&lt;/code&gt;&amp;nbsp;uses references (pointers), and will take 256 bytes just for the Neighbors&amp;nbsp;backing array (32-capacity array x 8 bytes). However, the &lt;code&gt;Node2 &lt;/code&gt;version uses half of that memory.&lt;/p&gt;&lt;p&gt;This is an example of data-oriented design, and saving 50% of our memory costs is &lt;em&gt;quite&lt;/em&gt;&amp;nbsp;nice. &lt;code&gt;HashSet&amp;lt;int&amp;gt;&lt;/code&gt;&amp;nbsp;is also going to benefit quite nicely from JIT optimizations (no need to call &lt;code&gt;GetHashCode()&lt;/code&gt;, etc. - everything is inlined).&lt;/p&gt;&lt;p&gt;We still have the problem of allocations vs. &lt;code&gt;Clear(),&lt;/code&gt;&amp;nbsp;though. Can we win?&lt;/p&gt;&lt;p&gt;Now that we have re-framed the problem using int indexes, there is a very obvious optimization opportunity: use a bit map (such as &lt;code&gt;BitsArray&lt;/code&gt;). We know upfront how many items we have, right? So we can allocate a single array and set the corresponding bit to mark that a node (by its index) is visited.&lt;/p&gt;&lt;p&gt;That dramatically reduces the costs of tracking whether we visited a node or not, but it does &lt;em&gt;not&lt;/em&gt;&amp;nbsp;address the costs of clearing the bitmap.&lt;/p&gt;&lt;p&gt;Here is how you can handle this scenario cheaply:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-java'&gt;&lt;code class='line-numbers language-java'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;class&lt;/span&gt; &lt;span class="token class-name"&gt;Bitmap&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;private&lt;/span&gt; ulong&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; _data&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;private&lt;/span&gt; ushort&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; _versions&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;int&lt;/span&gt; _version&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token class-name"&gt;Bitmap&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt; size&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        _data &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; ulong&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;size &lt;span class="token operator"&gt;+&lt;/span&gt; &lt;span class="token number"&gt;63&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;/&lt;/span&gt; &lt;span class="token number"&gt;64&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        _versions &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; ushort&lt;span class="token punctuation"&gt;[&lt;/span&gt;_data&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;


    &lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token class-name"&gt;Clear&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_version&lt;span class="token operator"&gt;++&lt;/span&gt; &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;ushort&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;MaxValue&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token keyword"&gt;return&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            
        &lt;span class="token class-name"&gt;Array&lt;span class="token punctuation"&gt;.&lt;/span&gt;Clear&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_data&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token class-name"&gt;Array&lt;span class="token punctuation"&gt;.&lt;/span&gt;Clear&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_versions&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;


    &lt;span class="token keyword"&gt;public&lt;/span&gt; bool &lt;span class="token class-name"&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt; index&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;int&lt;/span&gt; arrayIndex &lt;span class="token operator"&gt;=&lt;/span&gt; index &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;6&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_versions&lt;span class="token punctuation"&gt;[&lt;/span&gt;arrayIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;!=&lt;/span&gt; _version&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            _versions&lt;span class="token punctuation"&gt;[&lt;/span&gt;arrayIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; _version&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            _data&lt;span class="token punctuation"&gt;[&lt;/span&gt;arrayIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;


        &lt;span class="token keyword"&gt;int&lt;/span&gt; bitIndex &lt;span class="token operator"&gt;=&lt;/span&gt; index &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt; &lt;span class="token number"&gt;63&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        ulong mask &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token constant"&gt;UL&lt;/span&gt; &lt;span class="token operator"&gt;&amp;lt;&amp;lt;&lt;/span&gt; bitIndex&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        ulong old &lt;span class="token operator"&gt;=&lt;/span&gt; _data&lt;span class="token punctuation"&gt;[&lt;/span&gt;arrayIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        _data&lt;span class="token punctuation"&gt;[&lt;/span&gt;arrayIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;|=&lt;/span&gt; mask&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;return&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;old &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt; mask&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;The idea is pretty simple, in addition to the bitmap - we also have another array that marks the version of each 64-bit range. To clear the array, we increment the version. That would mean that when adding to the bitmap, we reset the underlying array element if it doesn&amp;rsquo;t match the current version. Once every 64K items, we&amp;rsquo;ll need to pay the cost of actually resetting the backing stores, but that ends up being very cheap overall (and worth the space savings to handle the overflow).&lt;/p&gt;&lt;p&gt;The code is &lt;em&gt;tight&lt;/em&gt;, requires no allocations, and performs &lt;em&gt;very&lt;/em&gt;&amp;nbsp;quickly. &lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/202469-C/optimizing-the-cost-of-clearing-a-set?Key=a7229fbf-1ae1-4e83-9c13-3b9df5448c3f</link><guid>http://ayende.org/blog/202469-C/optimizing-the-cost-of-clearing-a-set?Key=a7229fbf-1ae1-4e83-9c13-3b9df5448c3f</guid><pubDate>Mon, 12 May 2025 12:00:00 GMT</pubDate></item><item><title>NOT Sharding RavenDB Vector Search</title><description>&lt;p&gt;I ran into an interesting post, &amp;quot;&lt;a href="https://pgdog.dev/blog/sharding-pgvector"&gt;Sharding Pgvector&lt;/a&gt;,&amp;quot; in which &lt;a href="https://pgdog.dev/"&gt;PgDog&lt;/a&gt;&amp;nbsp;(provider of scaling solutions for Postgres) discusses scaling &lt;code&gt;pgvector &lt;/code&gt;indexes (HNSW and IVFFlat) across multiple machines to manage large-scale embeddings efficiently. This approach speeds up searches and improves recall by distributing vector data, addressing the limitations of fitting large indexes into memory on a single machine.&lt;/p&gt;&lt;p&gt;That was interesting to me because they &lt;em&gt;specifically&lt;/em&gt;&amp;nbsp;mention &lt;a href="https://huggingface.co/datasets/Cohere/wikipedia-22-12-en-embeddings"&gt;this Wikipedia dataset&lt;/a&gt;, consisting of 35.1 million vectors. That&amp;hellip; is not really enough to &lt;em&gt;justify&lt;/em&gt;&amp;nbsp;sharding, in my eyes. The dataset is about 120GB of Parquet files, so I threw that into RavenDB using the following format:&lt;/p&gt;&lt;p&gt;&lt;img src="/blog/Images/INJMKH42GwQWKaL1ecYpRA.png"/&gt;&lt;/p&gt;&lt;p&gt;Each vector has 768 dimensions in this dataset. &lt;/p&gt;&lt;p&gt;33 minutes later, I had the full dataset in RavenDB, taking 163 GB of storage space. The next step was to define a vector search index, like so:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-json'&gt;&lt;code class='line-numbers language-json'&gt;from a in docs.Articles
select new 
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    Vector = CreateVector(a.Embedding)
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;That index (using the HNSW algorithm) is all that is required to start doing proper vector searches in RavenDB.&lt;/p&gt;&lt;p&gt;Here is what this looks like - we have 163GB for the raw data, and the index itself is 119 GB. &lt;/p&gt;&lt;p&gt;&lt;img src="/blog/Images/YKTd1qhz5buKOBEr3vsnbw.png"/&gt;&lt;/p&gt;&lt;p&gt;RavenDB (and PgVector) actually need to store the vectors twice - once in the data itself and once in the index. &lt;/p&gt;&lt;p&gt;Given the size of the dataset, I used a machine with 192 GB&amp;nbsp;of RAM to create the index. Note that this &lt;em&gt;still &lt;/em&gt;means the total data size is about &amp;#8531; bigger than the available memory, meaning we cannot compute it all in memory. &lt;/p&gt;&lt;p&gt;This deserves a proper explanation &amp;nbsp;- HNSW is a graph algorithm that assumes you can cheaply access any part of the graph during the indexing process. Indeed, this is effectively doing pure random reads on the entire dataset. You would generally run this on a machine with at &lt;em&gt;least&lt;/em&gt;&amp;nbsp;192 GB of RAM. &amp;nbsp;I assume this is why &lt;code&gt;pgvector&lt;/code&gt;&amp;nbsp;required sharding for this dataset.&lt;/p&gt;&lt;p&gt;I decided to test it out on several different machines. The key aspect here is the size of memory, I&amp;rsquo;m ignoring CPU counts and type, they aren&amp;rsquo;t the bottleneck for this scenario. As a reminder, we are talking about a total data size that is close to 300 GB.&lt;/p&gt;&lt;table style="width:100%;" class="table-bordered table-striped" &gt;&lt;tr&gt;&lt;strong&gt;&lt;td&gt;RAM&lt;/td&gt;&lt;td&gt;RavenDB indexing time:&lt;/td&gt;&lt;/strong&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;192 GB&lt;/td&gt;&lt;td&gt;2 hours, 20 minutes&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;64 GB&lt;/td&gt;&lt;td&gt;14 hours, 8 minutes&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;32 GB&lt;/td&gt;&lt;td&gt;37 hours, 40 minutes&lt;/td&gt;&lt;/tr&gt;&lt;/table&gt;&lt;p&gt;Note that all of those were run on a single machine, all using local NVMe disk. And yes, that is less than two days to index &lt;em&gt;that&lt;/em&gt;&amp;nbsp;much data on a machine that is grossly inadequate for it.&lt;/p&gt;&lt;p&gt;I should note that on the smaller machines, query times are typically ~5ms, so even with a lot of data indexed, the actual search doesn&amp;rsquo;t need to run on a machine with a lot of memory. &lt;/p&gt;&lt;p&gt;In short, I don&amp;rsquo;t see a reason why you would need to use sharding for that amount of data. It can comfortably fit inside a reasonably sized machine, with room to spare. &lt;/p&gt;&lt;p&gt;I should also note that the original post talks about using the IVFFlat algorithm instead of HNSW. &lt;code&gt;Pgvector &lt;/code&gt;supports both, but RavenDB only uses HNSW. From a technical perspective, I would &lt;em&gt;love&lt;/em&gt;&amp;nbsp;to be able to use IVFFlat, since it is a much more traditional algorithm for databases. &lt;/p&gt;&lt;p&gt;You run k-means over your data to find the centroids (so you can split the data into reasonably sized chunks), and then just do an efficient linear search on that small chunk as needed. It fits much more nicely into the way databases typically work. However, it also has some significant drawbacks:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;You have to have the data upfront, you cannot build it incrementally.&lt;/li&gt;&lt;li&gt;The effectiveness of the IVFFlat index &lt;em&gt;degrades&lt;/em&gt;&amp;nbsp;over time with inserts &amp;amp; deletes, because the original centroids are no longer as accurate. &lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Because of those reasons, we didn&amp;rsquo;t implement that. HNSW is a far more complex algorithm, both in terms of the actual approach and the number of hoops we had to go through to implement that efficiently, but as you can see, it is able to provide good results even on large datasets, can be built incrementally and doesn&amp;rsquo;t degrade over time.&lt;/p&gt;&lt;h2&gt;Head-to-head comparison&lt;/h2&gt;&lt;p&gt;I decided to run &lt;code&gt;pgvector&lt;/code&gt;&amp;nbsp;and RavenDB on the same dataset to get some concrete ideas about their performance. Because I didn&amp;rsquo;t feel like waiting for hours, I decided to use &lt;a href="https://huggingface.co/datasets/Cohere/wikipedia-22-12-simple-embeddings"&gt;this dataset&lt;/a&gt;. It has 485,859 vectors and about 1.6 GB of data.&lt;/p&gt;&lt;p&gt;RavenDB indexed that in 1 minute and 17 seconds. My first attempt with &lt;code&gt;pgvector &lt;/code&gt;took over 7 minutes when setting&lt;code&gt;&amp;nbsp;maintenance_work_mem = &amp;#39;512MB&amp;#39;.&lt;/code&gt;&amp;nbsp;I had to increase it to 2GB to get more reasonable results (and then it was 1 minute and 49 seconds).&lt;/p&gt;&lt;p&gt;RavenDB is able to handle it a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;better when there isn&amp;rsquo;t enough memory to keep it all in RAM, while &lt;code&gt;pgvector seems to &lt;/code&gt;degrade &lt;em&gt;badly&lt;/em&gt;. &lt;/p&gt;&lt;h2&gt;Summary&lt;/h2&gt;&lt;p&gt;In short, I don&amp;rsquo;t think that you should need to go for sharding (and its associated complexity) for that amount of data. And I say that as someone whose database &lt;em&gt;has&lt;/em&gt;&amp;nbsp;native sharding capabilities. &lt;/p&gt;&lt;p&gt;For best performance, you should run large vector indexes on machines with plenty of RAM, but even without that, RavenDB does an okay job of keeping things ticking. &lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/202531-B/not-sharding-ravendb-vector-search?Key=e141266d-fab7-432f-82a7-8de8d3afcc58</link><guid>http://ayende.org/blog/202531-B/not-sharding-ravendb-vector-search?Key=e141266d-fab7-432f-82a7-8de8d3afcc58</guid><pubDate>Fri, 09 May 2025 12:00:00 GMT</pubDate></item><item><title>Making the costs visible, then fixing them</title><description>&lt;p&gt;We recently tackled performance improvements for vector search in RavenDB. The core challenge was identifying performance bottlenecks. Details of specific changes are covered in a separate post. The post is already written, but will be published next week, here is &lt;a href="https://www.ayende.com/blog/202468-C/scaling-hnsw-in-ravendb-optimizing-for-inadequate-hardware?key=ccb37cc46c414bfb9eb0b5b69e8f0ddf"&gt;the direct link to that&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;In this post, I don&amp;rsquo;t want to talk about the actual changes we made, but the approach we took to figure out where the cost is. &lt;/p&gt;&lt;p&gt;Take a look at the following flame graph, showing where our code is spending the most time. &lt;/p&gt;&lt;p&gt;&lt;img src="/blog/Images/D6sHJhT-mrSj0_8HNwO7iA.png"/&gt;&lt;/p&gt;&lt;p&gt;As you can see, almost the &lt;em&gt;entire&lt;/em&gt;&amp;nbsp;time is spent computing cosine similarity. That would be the best target for optimization, right?&lt;/p&gt;&lt;p&gt;I spent a bunch of time writing increasingly complicated ways to optimize the cosine similarity function. And it worked, I was able to reduce the cost by about 1.5%!&lt;/p&gt;&lt;p&gt;That &lt;em&gt;is &lt;/em&gt;something that we would generally celebrate, but it was far from where we wanted to go. The problem was elsewhere, but we couldn&amp;rsquo;t see it in the profiler output because the cost was spread around too much. &lt;/p&gt;&lt;p&gt;Our first task was to restructure the code so we could actually &lt;em&gt;see&lt;/em&gt;&amp;nbsp;where the costs were. For instance, loading the vectors from disk was embedded within the algorithm. By extracting and isolating this process, we could accurately profile and measure its performance impact. &lt;/p&gt;&lt;p&gt;This restructuring also eliminated the &amp;quot;death by a thousand cuts&amp;quot; issue, making hotspots evident in profiling results. With clear targets identified, we can now focus optimization efforts effectively.&lt;/p&gt;&lt;p&gt;That major refactoring had two primary goals. The first was to actually extract the costs into highly visible locations, the second had to do with how you address them. Here is a small example that scans a social graph for friends, assuming the data is in a file.&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-julia'&gt;&lt;code class='line-numbers language-julia'&gt;def read_user_friends&lt;span class="token punctuation"&gt;(&lt;/span&gt;file&lt;span class="token punctuation"&gt;,&lt;/span&gt; user_id&lt;span class="token punctuation"&gt;:&lt;/span&gt; int&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt; List&lt;span class="token punctuation"&gt;[&lt;/span&gt;int&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
    &lt;span class="token string"&gt;"""Read friends for a single user ID starting at indexed offset."""&lt;/span&gt;
    pass &lt;span class="token comment"&gt;# redacted&lt;/span&gt;


def social_graph&lt;span class="token punctuation"&gt;(&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;:&lt;/span&gt; int&lt;span class="token punctuation"&gt;,&lt;/span&gt; max_depth&lt;span class="token punctuation"&gt;:&lt;/span&gt; int&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt; Set&lt;span class="token punctuation"&gt;[&lt;/span&gt;int&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; max_depth &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        &lt;span class="token keyword"&gt;return&lt;/span&gt; set&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    
    all_friends &lt;span class="token operator"&gt;=&lt;/span&gt; set&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
    visited &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;}&lt;/span&gt; 
    work_list &lt;span class="token operator"&gt;=&lt;/span&gt; deque&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;,&lt;/span&gt; max_depth&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;  
    
    with open&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"relations.dat"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string"&gt;"rb"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; as file&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        &lt;span class="token keyword"&gt;while&lt;/span&gt; work_list&lt;span class="token punctuation"&gt;:&lt;/span&gt;
            curr_id&lt;span class="token punctuation"&gt;,&lt;/span&gt; depth &lt;span class="token operator"&gt;=&lt;/span&gt; work_list&lt;span class="token punctuation"&gt;.&lt;/span&gt;popleft&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token keyword"&gt;if&lt;/span&gt; depth &lt;span class="token operator"&gt;&amp;lt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
                &lt;span class="token keyword"&gt;continue&lt;/span&gt;
                
            &lt;span class="token keyword"&gt;for&lt;/span&gt; friend_id &lt;span class="token keyword"&gt;in&lt;/span&gt; read_user_friends&lt;span class="token punctuation"&gt;(&lt;/span&gt;file&lt;span class="token punctuation"&gt;,&lt;/span&gt; curr_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
                &lt;span class="token keyword"&gt;if&lt;/span&gt; friend_id not &lt;span class="token keyword"&gt;in&lt;/span&gt; visited&lt;span class="token punctuation"&gt;:&lt;/span&gt;
                    all_friends&lt;span class="token punctuation"&gt;.&lt;/span&gt;add&lt;span class="token punctuation"&gt;(&lt;/span&gt;friend_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                    visited&lt;span class="token punctuation"&gt;.&lt;/span&gt;add&lt;span class="token punctuation"&gt;(&lt;/span&gt;friend_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                    work_list&lt;span class="token punctuation"&gt;.&lt;/span&gt;append&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;friend_id&lt;span class="token punctuation"&gt;,&lt;/span&gt; depth &lt;span class="token operator"&gt;-&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    
    &lt;span class="token keyword"&gt;return&lt;/span&gt; all_friends&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;If you consider this code, you can likely see that there is an expensive part of it, reading from the file. But the way the code is structured, there isn&amp;rsquo;t really much that you can do about it. Let&amp;rsquo;s refactor the code a bit to expose the actual costs. &lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-julia'&gt;&lt;code class='line-numbers language-julia'&gt;def social_graph&lt;span class="token punctuation"&gt;(&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;:&lt;/span&gt; int&lt;span class="token punctuation"&gt;,&lt;/span&gt; max_depth&lt;span class="token punctuation"&gt;:&lt;/span&gt; int&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt; Set&lt;span class="token punctuation"&gt;[&lt;/span&gt;int&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; max_depth &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        &lt;span class="token keyword"&gt;return&lt;/span&gt; set&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    
    all_friends &lt;span class="token operator"&gt;=&lt;/span&gt; set&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
    visited &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;}&lt;/span&gt; 
    
    with open&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"relations.dat"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string"&gt;"rb"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; as file&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        work_list &lt;span class="token operator"&gt;=&lt;/span&gt;  read_user_friends&lt;span class="token punctuation"&gt;(&lt;/span&gt;file&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token keyword"&gt;while&lt;/span&gt; work_list and max_depth &lt;span class="token operator"&gt;&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
            to_scan &lt;span class="token operator"&gt;=&lt;/span&gt; set&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token keyword"&gt;for&lt;/span&gt; friend_id &lt;span class="token keyword"&gt;in&lt;/span&gt; work_list&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token comment"&gt;# gather all the items to read&lt;/span&gt;
                &lt;span class="token keyword"&gt;if&lt;/span&gt; friend_id &lt;span class="token keyword"&gt;in&lt;/span&gt; visited&lt;span class="token punctuation"&gt;:&lt;/span&gt;
                    &lt;span class="token keyword"&gt;continue&lt;/span&gt;
                
                all_friends&lt;span class="token punctuation"&gt;.&lt;/span&gt;add&lt;span class="token punctuation"&gt;(&lt;/span&gt;friend_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                visited&lt;span class="token punctuation"&gt;.&lt;/span&gt;add&lt;span class="token punctuation"&gt;(&lt;/span&gt;friend_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                to_scan&lt;span class="token punctuation"&gt;.&lt;/span&gt;add&lt;span class="token punctuation"&gt;(&lt;/span&gt;curr_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;


            &lt;span class="token comment"&gt;# read them all in one shot&lt;/span&gt;
            work_list &lt;span class="token operator"&gt;=&lt;/span&gt; read_users_friends&lt;span class="token punctuation"&gt;(&lt;/span&gt;file&lt;span class="token punctuation"&gt;,&lt;/span&gt; to_scan&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token comment"&gt;# reduce for next call&lt;/span&gt;
            max_depth &lt;span class="token operator"&gt;=&lt;/span&gt; max_depth &lt;span class="token operator"&gt;-&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;    
    
    &lt;span class="token keyword"&gt;return&lt;/span&gt; all_friends&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;Now, instead of scattering the reads whenever we process an item, we gather them all and then send a list of items to read all at once. The costs are far clearer in this model, and more importantly, we have a chance to actually &lt;em&gt;do&lt;/em&gt;&amp;nbsp;something about it.&lt;/p&gt;&lt;p&gt;Optimizing a lot of calls to &lt;code&gt;read_user_friends(file, user_id)&lt;/code&gt;&amp;nbsp;is &lt;em&gt;really hard&lt;/em&gt;, but optimizing &lt;code&gt;read_users_friends(file, users)&lt;/code&gt;&amp;nbsp;is a far simpler task. Note that the actual costs didn&amp;rsquo;t change because of this refactoring, but the ability to actually make the change is now far easier. &lt;/p&gt;&lt;p&gt;Going back to the flame graph above, the actual cost profile differs dramatically as the size of the data rose, even if the profiler output remained the same. Refactoring the code allowed us to see where the costs were and address them effectively.&lt;/p&gt;&lt;p&gt;Here is the end result as a flame graph. You can clearly see the preload section that takes a significant portion of the time. The key here is that the change allowed us to address this cost directly and in an optimal manner.&lt;/p&gt;&lt;p&gt;&lt;img src="/blog/Images/-ONd63T29ZCZXCsRTH2V8A.png"/&gt;&lt;/p&gt;&lt;p&gt;The end result for our benchmark was:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Before: 3 minutes, 6 seconds&lt;/li&gt;&lt;li&gt;After: 2 minutes, 4 seconds&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;So almost exactly &amp;#8531; of the cost was removed because of the different approach we took, which is &lt;em&gt;quite&lt;/em&gt;&amp;nbsp;nice. &lt;/p&gt;&lt;p&gt;This technique, refactoring the code to make the costs obvious, is a really powerful one. Mostly because it is likely the first step to take &lt;em&gt;anyway&lt;/em&gt;&amp;nbsp;in many performance optimizations (batching, concurrency, etc.).&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/202467-C/making-the-costs-visible-then-fixing-them?Key=25b5d014-fbca-4736-b3f8-e15bcd71144e</link><guid>http://ayende.org/blog/202467-C/making-the-costs-visible-then-fixing-them?Key=25b5d014-fbca-4736-b3f8-e15bcd71144e</guid><pubDate>Thu, 08 May 2025 12:00:00 GMT</pubDate></item><item><title>Optimizing concurrent count operations</title><description>&lt;p style="text-align:left;"&gt;I recently reviewed a function that looked something like this:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;class&lt;/span&gt; &lt;span class="token class-name"&gt;WorkQueue&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;T&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;readonly&lt;/span&gt; &lt;span class="token class-name"&gt;ConcurrentQueue&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;T&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; _embeddingsQueue &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt;&lt;/span&gt; _approximateCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token return-type class-name"&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt;&lt;/span&gt; ApproximateCount &lt;span class="token operator"&gt;=&gt;&lt;/span&gt; Interlocked&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Read&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _approximateCount&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token return-type class-name"&gt;&lt;span class="token keyword"&gt;void&lt;/span&gt;&lt;/span&gt; &lt;span class="token function"&gt;Register&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;IEnumerable&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;T&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; items&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;foreach&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; item &lt;span class="token keyword"&gt;in&lt;/span&gt; items&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            _embeddingsQueue&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Enqueue&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;item&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


            Interlocked&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Increment&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _approximateCount&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;I commented that we should move the Increment()&amp;nbsp;operation outside of the loop because if two threads are calling Register()&amp;nbsp;at the same time, we&amp;rsquo;ll have a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of contention here.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The reply was that this was intentional since calling Interlocked.CompareExchange()&amp;nbsp;to do the update in a batch manner is more complex. The issue was a lack of familiarity with the Interlocked.Add()&amp;nbsp;function, which allows us to write the function as:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-java'&gt;&lt;code class='line-numbers language-java'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token class-name"&gt;Register&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;IEnumerable&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token class-name"&gt;T&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; items&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;int&lt;/span&gt; count &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    foreach &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; item in items&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        _embeddingsQueue&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Enqueue&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;item&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        count&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token class-name"&gt;Interlocked&lt;span class="token punctuation"&gt;.&lt;/span&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ref _approximateCount&lt;span class="token punctuation"&gt;,&lt;/span&gt; count&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This allows us to perform just one atomic operation on the count. In terms of assembly, we are going to have these two options:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-go'&gt;&lt;code class='line-numbers language-go'&gt;lock inc qword ptr &lt;span class="token punctuation"&gt;[&lt;/span&gt;rcx&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token punctuation"&gt;;&lt;/span&gt; Interlocked&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Increment&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
lock add &lt;span class="token punctuation"&gt;[&lt;/span&gt;rbx&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; rcx      &lt;span class="token punctuation"&gt;;&lt;/span&gt; Interlocked&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Both options have essentially the same exact performance characteristics, but if we need to register a large batch of items, the second option drastically reduces the contention. &lt;/p&gt;&lt;p style="text-align:left;"&gt;In this case, we don&amp;rsquo;t actually care about having an accurate count as items are added, so there is no reason to avoid the optimization. &lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/202211-C/optimizing-concurrent-count-operations?Key=21dd7961-aa20-429d-af3a-76e493fb4759</link><guid>http://ayende.org/blog/202211-C/optimizing-concurrent-count-operations?Key=21dd7961-aa20-429d-af3a-76e493fb4759</guid><pubDate>Wed, 26 Mar 2025 12:00:00 GMT</pubDate></item><item><title>Optimizing by 170,000%(!) by not being silly</title><description>&lt;p style="text-align:left;"&gt;I &lt;em&gt;care&lt;/em&gt;&amp;nbsp;about the performance of RavenDB. Enough that I would go to epic lengths to fix them. Here I use &amp;ldquo;epic&amp;rdquo; both in terms of the Agile meaning of multi-month journeys and the actual amount of work required. See my recent posts about &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ayende.com/blog/posts/series/201955-A/ravendb-7-1"&gt;RavenDB 7.1 I/O work&lt;/a&gt;&lt;/span&gt;. &lt;/p&gt;&lt;p style="text-align:left;"&gt;There hasn&amp;rsquo;t been a single release in the past 15 years that didn&amp;rsquo;t improve the performance of RavenDB in some way. We have an entire &lt;em&gt;team&lt;/em&gt;&amp;nbsp;whose sole task is to find bottlenecks and fix them, to the point where &lt;em&gt;assembly language&lt;/em&gt;&amp;nbsp;is a high-level concept at times (yes, we design some pieces of RavenDB with CPU microcode for performance).&lt;/p&gt;&lt;p style="text-align:left;"&gt;When we ran into &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://issues.hibernatingrhinos.com/issue/RavenDB-23716"&gt;this issue&lt;/a&gt;&lt;/span&gt;, I was&amp;hellip; quite surprised, to say the least. The problem was that whenever we serialized a document in RavenDB, we would compile some LINQ expressions. &lt;/p&gt;&lt;p style="text-align:left;"&gt;That is &lt;em&gt;expensive&lt;/em&gt;, and utterly wasteful. That is the sort of thing that we should &lt;em&gt;never&lt;/em&gt;&amp;nbsp;do, especially since there was no actual need for it.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is the essence of this fix:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img 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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;We ran a performance test on the before &amp;amp; after versions, just to know what kind of performance we left on the table.&lt;/p&gt;&lt;table style="width:100%;" class="table-bordered table-striped" &gt;&lt;tr&gt;&lt;strong&gt;&lt;td&gt;Before (ms)&lt;/td&gt;&lt;td&gt;After (ms)&lt;/td&gt;&lt;/strong&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;33,782&lt;/td&gt;&lt;td&gt;20&lt;/td&gt;&lt;/tr&gt;&lt;/table&gt;&lt;p style="text-align:left;"&gt;The fixed version is 1,689 &lt;em&gt;times&lt;/em&gt;&amp;nbsp;faster, if you can believe that. &lt;/p&gt;&lt;p style="text-align:left;"&gt;So here is a fix that is both great to have and quite annoying. We focused so much effort on optimizing the server, and yet we missed something that obvious? How can that be?&lt;/p&gt;&lt;p style="text-align:left;"&gt;Well, the answer is that this isn&amp;rsquo;t an actual benchmark. The problem is that this code is invoked per instance created instead of globally, and it is created &lt;em&gt;once per thread&lt;/em&gt;. In any situation where the number of threads is more or less fixed (most production scenarios, where you&amp;rsquo;ll be using a thread pool, as well as in most benchmarks), you are never going to see this problem.&lt;/p&gt;&lt;p style="text-align:left;"&gt;It is when you have threads dying and being created (such as when you handle spikes) that you&amp;rsquo;ll run into this issue. Make no mistake, it &lt;em&gt;is&lt;/em&gt;&amp;nbsp;an actual issue. When your load spikes, the thread pool will issue new threads, and they will consume a lot of CPU initially for absolutely no reason. &lt;/p&gt;&lt;p style="text-align:left;"&gt;In short, we managed to miss this entirely (the code dates to 2017!) for a long time. It never appeared in any benchmark. The fix itself is trivial, of course, and we are unlikely to be able to show any real benefits from it in a benchmark, but that is yet another step in making RavenDB better.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/202147-A/optimizing-by-170-000-by-not-being-silly?Key=e2d994ad-c792-4a63-86f9-b69f56253b97</link><guid>http://ayende.org/blog/202147-A/optimizing-by-170-000-by-not-being-silly?Key=e2d994ad-c792-4a63-86f9-b69f56253b97</guid><pubDate>Thu, 20 Mar 2025 12:00:00 GMT</pubDate></item><item><title>RavenDB 7.1: One IO Ring to rule them all</title><description>&lt;p style="text-align:left;"&gt;One of the more interesting developments in terms of kernel API surface is the IO Ring. On Linux, it is called IO Uring and Windows has copied it shortly afterward. The idea started as a way to batch multiple IO operations at once but has evolved into a generic mechanism to make system calls more cheaply. On Linux, a large portion of the kernel features is exposed as part of the IO Uring API, while Windows exposes a far less rich API (basically, just reading and writing). &lt;/p&gt;&lt;p style="text-align:left;"&gt;The reason this matters is that you can use IO Ring to reduce the cost of making system calls, using both batching and asynchronous programming. As such, most new database engines have jumped on that sweet nectar of better performance results.&lt;/p&gt;&lt;p style="text-align:left;"&gt;As part of the overall re-architecture of how Voron manages writes, we have done the same. I/O for Voron is typically composed of writes to the journals and to the data file, so that makes it a really good fit, sort of. &lt;/p&gt;&lt;p style="text-align:left;"&gt;An ironic aspect of IO Uring is that despite it being an asynchronous mechanism, it is inherently single-threaded. There are good reasons for that, of course, but that means that if you want to use the IO Ring API in a multi-threaded environment, you need to take that into account. &lt;/p&gt;&lt;p style="text-align:left;"&gt;A common way to handle that is to use an event-driven system, where all the actual calls are generated from a single &amp;ldquo;event loop&amp;rdquo; thread or similar. This is how the Node.js API works, and how .NET itself manages IO for sockets (there is a single thread that listens to socket events by default). &lt;/p&gt;&lt;p style="text-align:left;"&gt;The whole &lt;em&gt;point&lt;/em&gt;&amp;nbsp;of IO Ring is that you can submit multiple operations for the kernel to run in as optimal a manner as possible. Here is one such case to consider, this is the part of the code where we write the modified pages to the data file:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-dart'&gt;&lt;code class='line-numbers language-dart'&gt;using &lt;span class="token punctuation"&gt;(&lt;/span&gt;fileHandle&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;pages&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;Length&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        int numberOfPages &lt;span class="token operator"&gt;=&lt;/span&gt; pages&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetNumberOfPages&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        &lt;span class="token keyword"&gt;var&lt;/span&gt; size &lt;span class="token operator"&gt;=&lt;/span&gt; numberOfPages &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token class-name"&gt;Constants.Storage.PageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;var&lt;/span&gt; offset &lt;span class="token operator"&gt;=&lt;/span&gt; pages&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;PageNumber &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token class-name"&gt;Constants.Storage.PageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;var&lt;/span&gt; span &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Span&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;byte&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;pages&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;Pointer&lt;span class="token punctuation"&gt;,&lt;/span&gt; size&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token class-name"&gt;RandomAccess.Write&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;fileHandle&lt;span class="token punctuation"&gt;,&lt;/span&gt; span&lt;span class="token punctuation"&gt;,&lt;/span&gt; offset&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        written &lt;span class="token operator"&gt;+=&lt;/span&gt; numberOfPages &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token class-name"&gt;Constants.Storage.PageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;PID     LWP TTY          TIME CMD
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22345&lt;/span&gt; pts/0    00:00:00 iou-wrk-22343
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22346&lt;/span&gt; pts/0    00:00:00 iou-wrk-22343
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22347&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22348&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22349&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22350&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22351&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22352&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22353&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22354&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22355&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22356&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22357&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22358&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;p style="text-align:left;"&gt;Actually, those aren&amp;rsquo;t threads in the normal sense. Those are kernel tasks, generated by the IO Ring at the kernel level directly. It turns out that internally, IO Ring may spawn worker threads to do the async work at the kernel level. When we had a separate IO Ring per file, &lt;em&gt;each one of them&lt;/em&gt;&amp;nbsp;had its own pool of threads to do the work.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The way it usually works is really interesting. The IO Ring will attempt to complete the operation in a synchronous manner. For example, if you are writing to a file and doing buffered writes, we can just copy the buffer to the page pool and move on, no actual I/O took place. So the IO Ring will run through that directly in a synchronous manner. &lt;/p&gt;&lt;p style="text-align:left;"&gt;However, if your operation requires actual blocking, it will be sent to a worker queue to actually execute it in the background. This is one way that the IO Ring is able to complete many operations so much more efficiently than the alternatives.&lt;/p&gt;&lt;p style="text-align:left;"&gt;In our scenario, we have a pretty simple setup, we want to write to the file, making fully buffered writes. At the very least, being able to push all the writes to the OS in one shot (versus &lt;em&gt;many&lt;/em&gt;&amp;nbsp;separate system calls) is going to reduce our overhead. More interesting, however, is that &lt;em&gt;eventually,&lt;/em&gt;&amp;nbsp;the OS will want to start writing to the disk, so if we write a lot of data, some of the requests will be blocked. At that point, the IO Ring will switch them to a worker thread and continue executing.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The problem we had was that when we had a separate IO Ring per data file and put a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of load on the system, we started seeing contention between the worker threads across all the files. Basically, each ring had its own separate pool, so there was a lot of work for each pool but no sharing.&lt;/p&gt;&lt;p style="text-align:left;"&gt;If the IO Ring is single-threaded, but many separate threads lead to wasted resources, what can we do? The answer is simple, we&amp;rsquo;ll use a single global IO Ring and manage the threading concerns directly.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is the setup code for that (I removed all error handling to make it clearer):&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-dart'&gt;&lt;code class='line-numbers language-dart'&gt;&lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token function"&gt;do_ring_work&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt;arg&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
  int rc&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;g_cfg&lt;span class="token punctuation"&gt;.&lt;/span&gt;low_priority_io&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token function"&gt;syscall&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;SYS_ioprio_set&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; IOPRIO_WHO_PROCESS&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; 
        &lt;span class="token function"&gt;IOPRIO_PRIO_VALUE&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;IOPRIO_CLASS_BE&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;7&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;
  &lt;span class="token function"&gt;pthread_setname_np&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token function"&gt;pthread_self&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string-literal"&gt;&lt;span class="token string"&gt;"Rvn.Ring.Wrkr"&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  struct io_uring &lt;span class="token operator"&gt;*&lt;/span&gt;ring &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;g_worker&lt;span class="token punctuation"&gt;.&lt;/span&gt;ring&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  struct workitem &lt;span class="token operator"&gt;*&lt;/span&gt;work &lt;span class="token operator"&gt;=&lt;/span&gt; NULL&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;do&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      &lt;span class="token comment"&gt;// wait for any writes on the eventfd &lt;/span&gt;
      &lt;span class="token comment"&gt;// completion on the ring (associated with the eventfd)&lt;/span&gt;
      eventfd_t v&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      rc &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;read&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;g_worker&lt;span class="token punctuation"&gt;.&lt;/span&gt;eventfd&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;v&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token function"&gt;sizeof&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;eventfd_t&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt; &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;rc &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt; &lt;span class="token operator"&gt;&amp;amp;&amp;amp;&lt;/span&gt; errno &lt;span class="token operator"&gt;==&lt;/span&gt; EINTR&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    
    bool has_work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;has_work&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      int must_wait &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      has_work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;false&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;!&lt;/span&gt;work&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token comment"&gt;// we may have _previous_ work to run through&lt;/span&gt;
        work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;atomic_exchange&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;g_worker&lt;span class="token punctuation"&gt;.&lt;/span&gt;head&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;
      &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;work&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        has_work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        struct io_uring_sqe &lt;span class="token operator"&gt;*&lt;/span&gt;sqe &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;io_uring_get_sqe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;sqe &lt;span class="token operator"&gt;==&lt;/span&gt; NULL&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
          must_wait &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          goto sumbit_and_wait&lt;span class="token punctuation"&gt;;&lt;/span&gt; &lt;span class="token comment"&gt;// will retry&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        &lt;span class="token function"&gt;io_uring_sqe_set_data&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;sqe&lt;span class="token punctuation"&gt;,&lt;/span&gt; work&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;switch&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;type&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;case&lt;/span&gt; workitem_fsync&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token function"&gt;io_uring_prep_fsync&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;sqe&lt;span class="token punctuation"&gt;,&lt;/span&gt; work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;filefd&lt;span class="token punctuation"&gt;,&lt;/span&gt; IORING_FSYNC_DATASYNC&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;case&lt;/span&gt; workitem_write&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token function"&gt;io_uring_prep_writev&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;sqe&lt;span class="token punctuation"&gt;,&lt;/span&gt; work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;filefd&lt;span class="token punctuation"&gt;,&lt;/span&gt; work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op&lt;span class="token punctuation"&gt;.&lt;/span&gt;write&lt;span class="token punctuation"&gt;.&lt;/span&gt;iovecs&lt;span class="token punctuation"&gt;,&lt;/span&gt;
                               work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op&lt;span class="token punctuation"&gt;.&lt;/span&gt;write&lt;span class="token punctuation"&gt;.&lt;/span&gt;iovecs_count&lt;span class="token punctuation"&gt;,&lt;/span&gt; work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;offset&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;default&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        work &lt;span class="token operator"&gt;=&lt;/span&gt; work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;next&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    sumbit_and_wait&lt;span class="token punctuation"&gt;:&lt;/span&gt;
      rc &lt;span class="token operator"&gt;=&lt;/span&gt; must_wait &lt;span class="token operator"&gt;?&lt;/span&gt; 
        &lt;span class="token function"&gt;io_uring_submit_and_wait&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;,&lt;/span&gt; must_wait&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;:&lt;/span&gt; 
        &lt;span class="token function"&gt;io_uring_submit&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      struct io_uring_cqe &lt;span class="token operator"&gt;*&lt;/span&gt;cqe&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      uint32_t head &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      uint32_t i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


      &lt;span class="token function"&gt;io_uring_for_each_cqe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;,&lt;/span&gt; head&lt;span class="token punctuation"&gt;,&lt;/span&gt; cqe&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token comment"&gt;// force another run of the inner loop, &lt;/span&gt;
        &lt;span class="token comment"&gt;// to ensure that we call io_uring_submit again&lt;/span&gt;
        has_work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; 
        struct workitem &lt;span class="token operator"&gt;*&lt;/span&gt;cur &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;io_uring_cqe_get_data&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;cqe&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;!&lt;/span&gt;cur&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
          &lt;span class="token comment"&gt;// can be null if it is:&lt;/span&gt;
          &lt;span class="token comment"&gt;// *  a notification about eventfd write&lt;/span&gt;
          &lt;span class="token keyword"&gt;continue&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        &lt;span class="token keyword"&gt;switch&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;cur&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;type&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;case&lt;/span&gt; workitem_fsync&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token function"&gt;notify_work_completed&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;,&lt;/span&gt; cur&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;case&lt;/span&gt; workitem_write&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token comment"&gt;/* partial write */&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
          &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            &lt;span class="token comment"&gt;// queue again&lt;/span&gt;
            &lt;span class="token keyword"&gt;continue&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          &lt;span class="token punctuation"&gt;}&lt;/span&gt;
          &lt;span class="token function"&gt;notify_work_completed&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;,&lt;/span&gt; cur&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;
      &lt;span class="token function"&gt;io_uring_cq_advance&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;,&lt;/span&gt; i&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;
  &lt;span class="token keyword"&gt;return&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;What does this code do? &lt;/p&gt;&lt;p style="text-align:left;"&gt;We start by checking if we want to use lower-priority I/O, this is because we don&amp;rsquo;t actually care how long those operations take. The purpose of writing the data to the disk is that it will reach it &lt;em&gt;eventually&lt;/em&gt;. RavenDB has two types of writes:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Journal writes (durable update to the write-ahead log, required to complete a transaction).&lt;/li&gt;&lt;li&gt;Data flush / Data sync (background updates to the data file, currently buffered in memory, no user is waiting for that)&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;As such, we are fine with explicitly prioritizing the journal writes (which users are waiting for) in favor of all other operations.&lt;/p&gt;&lt;h3 style="color:#434343;text-align:left;"&gt;What is this C code? I thought RavenDB was written in C#&lt;/h3&gt;&lt;blockquote&gt;&lt;p style="text-align:left;"&gt;RavenDB &lt;em&gt;is&lt;/em&gt;&amp;nbsp;written in C#, but for very low-level system details, we found that it is far easier to write a Platform Abstraction Layer to hide system-specific concerns from the rest of the code. That way, we can simply submit the data to write and have the abstraction layer take care of all of that for us. This also ensures that we amortize the cost of PInvoke calls across many operations by submitting a big batch to the C code at once.&lt;/p&gt;&lt;/blockquote&gt;&lt;p style="text-align:left;"&gt;After setting the IO priority, we start reading from what is effectively a thread-safe queue. We wait for eventfd()&amp;nbsp;to signal that there is work to do, and then we grab the head of the queue and start running.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea is that we fetch items from the queue, then we write those operations to the IO Ring as fast as we can manage. The IO Ring size is limited, however. So we need to handle the case where we have more work for the IO Ring than it can accept. When that happens, we will go to the submit_and_wait&amp;nbsp;label and wait for &lt;em&gt;something&lt;/em&gt;&amp;nbsp;to complete. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Note that there is some logic there to handle what is going on when the IO Ring is full. We submit all the work in the ring, wait for an operation to complete, and in the &lt;em&gt;next&lt;/em&gt;&amp;nbsp;run, we&amp;rsquo;ll continue processing from where we left off. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The rest of the code is processing the completed operations and reporting the result back to their origin. This is done using the following function, which I find absolutely hilarious:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;int32_t rvn_write_io_ring&lt;span class="token punctuation"&gt;(&lt;/span&gt;
    void *handle,
    struct page_to_write *buffers,
    int32_t count,
    int32_t *detailed_error_code&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    int32_t rc &lt;span class="token operator"&gt;=&lt;/span&gt; SUCCESS&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    struct handle *handle_ptr &lt;span class="token operator"&gt;=&lt;/span&gt; handle&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;count &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token builtin class-name"&gt;return&lt;/span&gt; SUCCESS&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;pthread_mutex_lock&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;global_state-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;writes_arena.lock&lt;span class="token punctuation"&gt;))&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        *detailed_error_code &lt;span class="token operator"&gt;=&lt;/span&gt; errno&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token builtin class-name"&gt;return&lt;/span&gt; FAIL_MUTEX_LOCK&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    size_t max_req_size &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;size_t&lt;span class="token punctuation"&gt;)&lt;/span&gt;count * 
                      &lt;span class="token punctuation"&gt;(&lt;/span&gt;sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct iovec&lt;span class="token punctuation"&gt;)&lt;/span&gt; + sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct workitem&lt;span class="token punctuation"&gt;))&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;global_state-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;writes_arena.arena_size &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; max_req_size&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        // allocate arena space
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    void *buf &lt;span class="token operator"&gt;=&lt;/span&gt; handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;global_state-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;writes_arena.arena&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    struct workitem *prev &lt;span class="token operator"&gt;=&lt;/span&gt; NULL&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    int eventfd &lt;span class="token operator"&gt;=&lt;/span&gt; handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;global_state-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;writes_arena.eventfd&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int32_t curIdx &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; curIdx &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; count&lt;span class="token punctuation"&gt;;&lt;/span&gt; curIdx++&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        int64_t offset &lt;span class="token operator"&gt;=&lt;/span&gt; buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;curIdx&lt;span class="token punctuation"&gt;]&lt;/span&gt;.page_num * VORON_PAGE_SIZE&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        int64_t size &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int64_t&lt;span class="token punctuation"&gt;)&lt;/span&gt;buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;curIdx&lt;span class="token punctuation"&gt;]&lt;/span&gt;.count_of_pages *
                       VORON_PAGE_SIZE&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        int64_t after &lt;span class="token operator"&gt;=&lt;/span&gt; offset + size&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        struct workitem *work &lt;span class="token operator"&gt;=&lt;/span&gt; buf&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        *work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;struct workitem&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt;
            .op.write.iovecs_count &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;,
            .op.write.iovecs &lt;span class="token operator"&gt;=&lt;/span&gt; buf + sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct workitem&lt;span class="token punctuation"&gt;)&lt;/span&gt;,
            .completed &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;,
            .type &lt;span class="token operator"&gt;=&lt;/span&gt; workitem_write,
            .filefd &lt;span class="token operator"&gt;=&lt;/span&gt; handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;file_fd,
            .offset &lt;span class="token operator"&gt;=&lt;/span&gt; offset,
            .errored &lt;span class="token operator"&gt;=&lt;/span&gt; false,
            .result &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;,
            .prev &lt;span class="token operator"&gt;=&lt;/span&gt; prev,
            .notifyfd &lt;span class="token operator"&gt;=&lt;/span&gt; eventfd,
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        prev &lt;span class="token operator"&gt;=&lt;/span&gt; work&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op.write.iovecs&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;struct iovec&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt;
            .iov_len &lt;span class="token operator"&gt;=&lt;/span&gt; size, 
            .iov_base &lt;span class="token operator"&gt;=&lt;/span&gt; buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;curIdx&lt;span class="token punctuation"&gt;]&lt;/span&gt;.ptr
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        buf &lt;span class="token operator"&gt;+=&lt;/span&gt; sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct workitem&lt;span class="token punctuation"&gt;)&lt;/span&gt; + sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct iovec&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;size_t nextIndex &lt;span class="token operator"&gt;=&lt;/span&gt; curIdx + &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; 
            nextIndex &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; count &lt;span class="token operator"&gt;&amp;amp;&amp;amp;&lt;/span&gt; work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op.write.iovecs_count &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; IOV_MAX&lt;span class="token punctuation"&gt;;&lt;/span&gt; 
            nextIndex++&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            int64_t dest &lt;span class="token operator"&gt;=&lt;/span&gt; buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;nextIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt;.page_num * VORON_PAGE_SIZE&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;after &lt;span class="token operator"&gt;!=&lt;/span&gt; dest&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                &lt;span class="token builtin class-name"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


            size &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int64_t&lt;span class="token punctuation"&gt;)&lt;/span&gt;buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;nextIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt;.count_of_pages *
                              VORON_PAGE_SIZE&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            after &lt;span class="token operator"&gt;=&lt;/span&gt; dest + size&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op.write.iovecs&lt;span class="token punctuation"&gt;[&lt;/span&gt;work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op.write.iovecs_count++&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; 
                &lt;span class="token punctuation"&gt;(&lt;/span&gt;struct iovec&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt;
                .iov_base &lt;span class="token operator"&gt;=&lt;/span&gt; buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;nextIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt;.ptr,
                .iov_len &lt;span class="token operator"&gt;=&lt;/span&gt; size,
            &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            curIdx++&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            buf &lt;span class="token operator"&gt;+=&lt;/span&gt; sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct iovec&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        queue_work&lt;span class="token punctuation"&gt;(&lt;/span&gt;work&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    rc &lt;span class="token operator"&gt;=&lt;/span&gt; wait_for_work_completion&lt;span class="token punctuation"&gt;(&lt;/span&gt;handle_ptr, prev, eventfd, 
detailed_error_code&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    pthread_mutex_unlock&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;global_state-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;writes_arena.lock&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token builtin class-name"&gt;return&lt;/span&gt; rc&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Remember that when we submit writes to the data file, we &lt;em&gt;must&lt;/em&gt;&amp;nbsp;wait until they are all done. The async nature of IO Ring is meant to help us push the writes to the OS as soon as possible, as well as push writes to multiple separate files at once. For that reason, we use &lt;em&gt;another&lt;/em&gt;eventfd()&amp;nbsp;to wait (as the submitter) for the IO Ring to complete the operation. I love the code above because it is actually using the IO Ring itself to do the work we need to do here, saving us an actual system call in most cases. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is how we submit the work to the worker thread:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;void queue_work&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct workitem *work&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    struct workitem *head &lt;span class="token operator"&gt;=&lt;/span&gt; atomic_load&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;g_worker.head&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;do&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;next &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;head&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt; &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;!&lt;/span&gt;atomic_compare_exchange_weak&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;g_worker.head, &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;head, work&lt;span class="token punctuation"&gt;))&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This function handles the submission of a set of pages to write to a file. Note that we protect against concurrent work &lt;em&gt;on the same file&lt;/em&gt;. That isn&amp;rsquo;t actually needed since the caller code already handles that, but an uncontended lock is &lt;em&gt;cheap&lt;/em&gt;, and it means that I don&amp;rsquo;t need to think about concurrency or worry about changes in the caller code in the future. &lt;/p&gt;&lt;p style="text-align:left;"&gt;We ensure that we have sufficient buffer space, and then we create a work item. A work item is a single write to the file at a given location. However, we are using vectored writes, so we&amp;rsquo;ll merge writes to the consecutive pages into a single write operation. That is the purpose of the huge for loop in the code. The pages arrive already sorted, so we just need to do a single scan &amp;amp; merge for this.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Pay attention to the fact that the struct workitem&amp;nbsp;actually belongs to two &lt;em&gt;different&lt;/em&gt;&amp;nbsp;linked lists. We have the next&amp;nbsp;pointer, which is used to send work to the worker thread, and the prev&amp;nbsp;pointer, which is used to iterate over the entire set of operations we submitted on completion (we&amp;rsquo;ll cover this in a bit). &lt;/p&gt;&lt;p style="text-align:left;"&gt;Queuing work is done using the following method:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;int32_t
wait_for_work_completion&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct handle *handle_ptr, 
    struct workitem *prev, 
    int eventfd, 
    int32_t *detailed_error_code&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    // wake worker thread
    eventfd_write&lt;span class="token punctuation"&gt;(&lt;/span&gt;g_worker.eventfd, &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    
    bool all_done &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;false&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;!&lt;/span&gt;all_done&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        all_done &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        *detailed_error_code &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        eventfd_t &lt;span class="token function"&gt;v&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        int rc &lt;span class="token operator"&gt;=&lt;/span&gt; read&lt;span class="token punctuation"&gt;(&lt;/span&gt;eventfd, &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;v, sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;eventfd_t&lt;span class="token punctuation"&gt;))&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        struct workitem *work &lt;span class="token operator"&gt;=&lt;/span&gt; prev&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;work&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            all_done &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;&lt;span class="token operator"&gt;=&lt;/span&gt; atomic_load&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;completed&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            work &lt;span class="token operator"&gt;=&lt;/span&gt; work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;prev&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token builtin class-name"&gt;return&lt;/span&gt; SUCCESS&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea is pretty simple. We first wake the worker thread by writing to its eventfd(),&amp;nbsp;and then we wait on our own eventfd()&amp;nbsp;for the worker to signal us that (at least some) of the work is done.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Note that we handle the submission of multiple work items by iterating over them in reverse order, using the prev&amp;nbsp;pointer. Only when &lt;em&gt;all&lt;/em&gt;&amp;nbsp;the work is done can we return to our caller. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The end result of all this behavior is that we have a completely new way to deal with background I/O operations (remember, journal writes are handled differently). We can control both the volume of load we put on the system by adjusting the size of the IO Ring as well as changing its priority. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The fact that we have a single global IO Ring means that we can get much better usage out of the worker thread pool that IO Ring utilizes. We also give the OS a lot more opportunities to optimize RavenDB&amp;rsquo;s I/O.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The code in this post shows the Linux implementation, but RavenDB also supports IO Ring on Windows if you are running a recent edition. &lt;/p&gt;&lt;p style="text-align:left;"&gt;We &lt;em&gt;aren&amp;rsquo;t&lt;/em&gt;&amp;nbsp;done yet, mind, I still have more exciting things to tell you about how RavenDB 7.1 is optimizing writes and overall performance. In the next post, we&amp;rsquo;ll discuss what I call the High Occupancy Lane vs. Critical Lane for I/O and its impact on our performance.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/202051-A/ravendb-7-1-one-io-ring-to-rule-them-all?Key=38179609-befe-414a-9d40-bf158239a6a4</link><guid>http://ayende.org/blog/202051-A/ravendb-7-1-one-io-ring-to-rule-them-all?Key=38179609-befe-414a-9d40-bf158239a6a4</guid><pubDate>Tue, 18 Mar 2025 12:00:00 GMT</pubDate></item><item><title>RavenDB 7.1: Shared Journals</title><description>&lt;p&gt;I wrote before about &lt;a href="https://ayende.com/blog/201862-C/performance-discovery-iops-vs-iops?key=aec235b80aca419cb22bf329971dca21"&gt;a surprising benchmark&lt;/a&gt;&amp;nbsp;that we ran to discover the limitations of modern I/O systems. Modern disks such as NVMe have &lt;em&gt;impressive&lt;/em&gt;&amp;nbsp;capacity and amazing performance for everyday usage. When it comes to the sort of activities that a database engine is interested in, the situation is quite different.&lt;/p&gt;&lt;p&gt;At the end of the day, a transactional database cares a lot about actually persisting the data to disk safely. The usual metrics we have for disk benchmarks are all about buffered writes, that is why we run our own benchmark. The results were really interesting (&lt;a href="https://ayende.com/blog/201862-C/performance-discovery-iops-vs-iops?key=aec235b80aca419cb22bf329971dca21"&gt;see the post&lt;/a&gt;), basically, it feels like there is a bottleneck writing to the disk. The bottleneck is with the &lt;em&gt;number&lt;/em&gt;&amp;nbsp;of writes, not how big they are.&lt;/p&gt;&lt;p&gt;If you are issuing a lot of small writes, your writes will contend on that bottleneck and you&amp;rsquo;ll see throughput that is &lt;em&gt;slow&lt;/em&gt;. The easiest way to think about it is to consider a bus carrying 50 people at once versus 50 cars with one person each. The same road would be able to transport a lot more people with the bus rather than with individual cars, even though the bus is heavier and (theoretically, at least) slower.&lt;/p&gt;&lt;p&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;h3&gt;Databases &amp;amp; Storages&lt;/h3&gt;&lt;blockquote&gt;&lt;p&gt;In this post, I&amp;rsquo;m using the term Storage to refer to a particular folder on disk, which is its own self-contained storage with its own ACID transactions. A RavenDB database is composed of many such Storages that are cooperating together behind the scenes.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;The I/O behavior we observed is very interesting for RavenDB. The way RavenDB is built is that a single database is actually made up of a central Storage for the data, and separate Storages for each of the indexes you have. That allows us to do split work between different cores, parallelize work, and most importantly, benefit from batching changes to the indexes. &lt;/p&gt;&lt;p&gt;The downside of that is that a single transaction doesn&amp;rsquo;t cause a single write to the disk but multiple writes. Our test case is the absolute worst-case scenario for the disk, we are making a lot of individual writes to a lot of documents, and there are about 100 indexes active on the database in question. &lt;/p&gt;&lt;p&gt;In other words, at any given point in time, there are &lt;em&gt;many&lt;/em&gt;&amp;nbsp;(concurrent) outstanding writes to the disk. We don&amp;rsquo;t actually &lt;em&gt;care&lt;/em&gt;&amp;nbsp;about most of those writers, mind you. The only writer that matters (and is on the critical path) is the database one. All the others are &lt;em&gt;meant&lt;/em&gt;&amp;nbsp;to complete in an asynchronous manner and, under load, will actually perform better if they stall (since they can benefit from batching).&lt;/p&gt;&lt;p&gt;The problem is that we &lt;em&gt;are&lt;/em&gt;&amp;nbsp;suffering from this situation. In this situation, the writes that the user is actually waiting for are basically stuck in traffic behind all the lower-priority writes. That is &lt;em&gt;quite&lt;/em&gt;&amp;nbsp;annoying, I have to say. &lt;/p&gt;&lt;h3&gt;The role of the Journal in Voron&lt;/h3&gt;&lt;blockquote&gt;&lt;p&gt;The Write Ahead Journal in Voron is responsible for ensuring that your transactions are durable. &amp;nbsp;&lt;a href="https://ayende.com/blog/175075/voron-internals-the-transaction-journal-recovery"&gt;I wrote about it extensively in the past&lt;/a&gt;&amp;nbsp;(in fact, I would recommend the whole series detailing &lt;a href="https://ayende.com/blog/posts/series/175073/voron-internals"&gt;the internals of Voron&lt;/a&gt;). In short, whenever a transaction is committed, Voron writes that to the journal file using unbuffered I/O. &lt;/p&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;p&gt;Remember that the database and each index are running their own separate storages, each of which can commit completely independently of the others. Under load, all of them may issue unbuffered writes at the same time, leading to congestion and our current problem.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;During normal operations, Voron writes to the journal, waits to flush the data to disk, and then deletes the journal. They are &lt;em&gt;never&lt;/em&gt;&amp;nbsp;actually read except during startup. So all the I/O here is just to verify that, on recovery, we can trust that we won&amp;rsquo;t lose any data.&lt;/p&gt;&lt;p&gt;The fact that we have many independent writers that aren&amp;rsquo;t coordinating with one another is an absolute killer for our performance in this scenario. We need to find a way to solve this, but how?&lt;/p&gt;&lt;p&gt;One option is to have both indexes and the actual document in the same storage. That would mean that we have a single journal and a single writer, which is great. However, Voron has a single writer model, and for very good reasons. We want to be able to process indexes in parallel and in batches, so that was a non-starter.&lt;/p&gt;&lt;p&gt;The second option was to &lt;em&gt;not&lt;/em&gt;&amp;nbsp;write to the journal in a durable manner for indexes. That sounds&amp;hellip; insane for a transactional database, right? But there is logic to this madness. RavenDB doesn&amp;rsquo;t actually &lt;em&gt;need&lt;/em&gt;&amp;nbsp;its indexes to be transactional, as long as they are consistent, we are fine with &amp;ldquo;losing&amp;rdquo; transactions (for indexes only, mind!). The reasoning behind that is that we can re-index from the documents themselves (who &lt;em&gt;would&lt;/em&gt;&amp;nbsp;be writing in a durable manner). &lt;/p&gt;&lt;p&gt;We actively considered that option for a while, but it turned out that if we don&amp;rsquo;t have a durable journal, that makes it a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;more difficult to recover. We can&amp;rsquo;t rely on the data on disk to be consistent, and we don&amp;rsquo;t have a known good source to recover from. Re-indexing a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of data can also be pretty expensive. In short, that was an attractive option from a distance, but the more we looked into it, the more complex it turned out to be. &lt;/p&gt;&lt;p&gt;The final option was to merge the journals. Instead of each index writing to its own journal, we could write to a single shared journal at the database level. The problem was that if we did individual writes, we would be right back in the same spot, now on a single file rather than many. But our tests show that this doesn&amp;rsquo;t actually matter. &lt;/p&gt;&lt;p&gt;Luckily, we are well-practiced in &lt;a href="https://ayende.com/blog/174945/the-guts-n-glory-of-database-internals-merging-transactions"&gt;the notion of transaction merging&lt;/a&gt;, so this is exactly what we did. Each storage inside a database is completely independent and can carry on without needing to synchronize with any other. We defined the following model for the database:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Root Storage: Documents&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Branch: Index - Users/Search&lt;/li&gt;&lt;li&gt;Branch: Index - Users/LastSuccessfulLogin&lt;/li&gt;&lt;li&gt;Branch: Index - Users/Activity&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;This root &amp;amp; branch model is a simple hierarchy, with the documents storage serving as the root and the indexes as branches. Whenever an index completes a transaction, it will prepare the journal entry to be written, but instead of writing the entry to its own journal, it will pass the entry to the root. &lt;/p&gt;&lt;p&gt;The root (the actual database, I remind you) will be able to aggregate the journal entries from its own transaction as well as all the indexes and write them to the disk in a single system call. Going back to the bus analogy, instead of each index going to the disk using its own car, they all go on the bus together.&lt;/p&gt;&lt;p&gt;We now write all the entries from multiple storages into the same journal, which means that we have to distinguish between the different entries. &amp;nbsp;I &lt;a href="https://ayende.com/blog/201923-B/accidenal-complecity-a-tale-of-two-guids?key=28ec9f477f3d4cb1869aa362c8def5bf"&gt;wrote a bit about the challenges involved&lt;/a&gt;&amp;nbsp;there, but we got it done.&lt;/p&gt;&lt;p&gt;The end result is that we now have journal writes merging for all the indexes of a particular database, which for large databases can reduce the total number of disk writes &lt;em&gt;significantly&lt;/em&gt;. Remember our findings from earlier, bigger writes are just fine, and the disk can process them at GB/s rate. It is the &lt;em&gt;number&lt;/em&gt;&amp;nbsp;of individual writes that matters most here.&lt;/p&gt;&lt;h2&gt;Writing is not even half the job, recovery (read) in a shared world&lt;/h2&gt;&lt;p&gt;The really tough challenge here wasn&amp;rsquo;t how to deal with the write side for this feature. Journals are never read during normal operations. Usually we only ever write to them, and they keep a persistent record of transactions until we flush all changes to the data file, at which point we can delete them.&lt;/p&gt;&lt;p&gt;It is only when the Storage starts that we need to read from the journals, to recover all transactions that were committed to them. As you can imagine, even though this is a rare occurrence, it is one of critical importance for a database. &lt;/p&gt;&lt;p&gt;This change means that we direct all the transactions from both the indexes and the database into a single journal file. Usually, each Storage environment has its own &lt;code&gt;Journals/&lt;/code&gt;&amp;nbsp;directory that stores its journal files. On startup, it will read through all those files and recover the data file. &lt;/p&gt;&lt;p&gt;How does it work in the shared journal model? For a root storage (the database), nothing much changes. We need to take into account that the journal files may contain transactions from a different storage, such as an index, but that is easy enough to filter. &lt;/p&gt;&lt;p&gt;What about branch storage (an index) recovery? Well, it can probably just read the &lt;code&gt;Journals/&lt;/code&gt;&amp;nbsp;directory of the root (the database), no?&lt;/p&gt;&lt;p&gt;Well, maybe. Here are some problems with this approach. How do we encode the relationship between root &amp;amp; branch? Do we store a relative path, or an absolute path? We could of course just always use the root&amp;rsquo;s &lt;code&gt;Journals/&lt;/code&gt;&amp;nbsp;directory, but that is problematic. It means that we could &lt;em&gt;only&lt;/em&gt;&amp;nbsp;open the branch storage if we already have the root storage open. Accepting this limitation means adding a new wrinkle into the system that currently doesn&amp;rsquo;t exist.&lt;/p&gt;&lt;p&gt;It is &lt;em&gt;highly &lt;/em&gt;desirable (for many reasons) to want to be able to work with just a single environment. For example, for troubleshooting a particular index, we may want to load it in isolation from its database. Losing that ability, which ties a branch storage to its root, is not something we want.&lt;/p&gt;&lt;p&gt;The current state, by the way, in which each storage is a self-contained folder, is pretty good for us. Because we can play certain tricks. For example, we can stop a database, rename an index folder, and start it up again. The index would be effectively re-created. Then we can stop the database and rename the folders again, going back to the previous state. That is &lt;em&gt;not&lt;/em&gt;&amp;nbsp;possible if we tie all their lifetimes together with the same journal file.&lt;/p&gt;&lt;h2&gt;Additional complexity is not welcome in this project&lt;/h2&gt;&lt;p&gt;Building a database is complicated enough, adding additional levels of complexity is a Bad Idea. Adding additional complexity to the &lt;em&gt;recovery process&lt;/em&gt;&amp;nbsp;(which by its very nature is both critical and rarely executed) is a Really Bad Idea.&lt;/p&gt;&lt;p&gt;I started laying out the details about what this feature entails:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;A database cannot delete its journal files until all the indexes have synced their state. &lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;What happens if an index is disabled by the user?&lt;/li&gt;&lt;li&gt;What happens if an index is in an error state?&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;How do you manage the state across snapshot &amp;amp; restore?&lt;/li&gt;&lt;li&gt;There is a well-known optimization for databases in which we split the data file and the journal files into separate volumes. How is that going to work in this model?&lt;/li&gt;&lt;li&gt;Putting the database and indexes on separate volumes altogether is also a well-known optimization technique. Is that still possible?&lt;/li&gt;&lt;li&gt;How do we migrate from legacy databases to the new shared journal model? &lt;/li&gt;&lt;/ul&gt;&lt;p&gt;I started to provide answers for all of these questions&amp;hellip; I&amp;rsquo;ll spare you the flow chart that was involved, it looked something between abstract art and the remains of a high school party. &lt;/p&gt;&lt;p&gt;The problem is that at a very deep level, a Voron Storage is meant to be its own independent entity, and we should be able to deal with it as such. For example, RavenDB has a feature called Side-by-Side indexes, which allows us to have &lt;em&gt;two&lt;/em&gt;&amp;nbsp;versions of an index at the same time. When both the old and new versions are fully caught up, we can shut down both indexes, delete the old one, and rename the new index with the old one&amp;rsquo;s path. &lt;/p&gt;&lt;p&gt;A single shared journal would have to deal with this scenario explicitly, as well as many other different ones that all made such assumptions about the way the system works.&lt;/p&gt;&lt;h2&gt;Not my monkeys, not my circus, not my problem&lt;/h2&gt;&lt;p&gt;I got a great idea about how to dramatically simplify the task when I realized that a core tenet of Voron and RavenDB in general is that we should &lt;em&gt;not&lt;/em&gt;&amp;nbsp;go against the grain and add complexity to our lives. In the same way that Voron uses memory-mapped files and carefully designed its data access patterns to take advantage of the kernel&amp;rsquo;s heuristics. &lt;/p&gt;&lt;p&gt;The idea is simple, instead of having a single shared journal that is managed by the database (the root storage) and that we need to access from the indexes (the branch storages), we&amp;rsquo;ll have a single shared journal with many references.&lt;/p&gt;&lt;p&gt;The idea is that instead of having a single journal file, we&amp;rsquo;ll take advantage of an interesting feature: hard links. A hard link is just a way to associate the same &lt;em&gt;file data&lt;/em&gt;&amp;nbsp;with multiple &lt;em&gt;file names&lt;/em&gt;, which can reside in separate directories. A hard link is limited to files running on the same volume, and the easiest way to think about them is as pointers to the file data. &lt;/p&gt;&lt;p&gt;Usually, we make no distinction between the file name and the file itself, but at the file system level, we can attach a single file to multiple names. The file system will manage the reference counts for the file, and when the &lt;em&gt;last&lt;/em&gt;&amp;nbsp;reference to the file is removed, the file system will delete the file. &lt;/p&gt;&lt;p&gt;The idea is that we&amp;rsquo;ll keep the same &lt;code&gt;Journals/&lt;/code&gt;&amp;nbsp;directory structure as before, where each Storage has its own directory. But instead of having separate journals for each index and the database, we&amp;rsquo;ll have hard links between them. You can see how it will look like here, the numbers next to the file names are the inode numbers, you can see that there are multiple such files with the same inode number (indicating that there are multiple links to the same underlying file).. &lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;└── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40956&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; my.shop.db
    ├── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40655&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Indexes
    │   ├── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40968&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Users_ByName
    │   │   └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40970&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Journals
    │   │       ├── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;80120&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0002.journal
    │   │       └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;82222&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0003.journal
    │   └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40921&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Users_Search
    │       └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40612&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Journals
    │           ├── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;81111&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0001.journal
    │           └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;82222&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0002.journal
    └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40812&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Journals
        ├── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;81111&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0014.journal
        └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;82222&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0015.journal&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;With this idea, here is how a RavenDB database manages writing to the journal. When the database needs to commit a transaction, it will write to its journal, located in the &lt;code&gt;Journals/ &lt;/code&gt;directory. If an index (a branch storage) needs to commit a transaction, it does &lt;em&gt;not&lt;/em&gt;&amp;nbsp;write to its own journal but passes the transaction to the database (the root storage), where it will be merged with any other writes (from the database or other indexes), reducing the number of write operations.&lt;/p&gt;&lt;p&gt;The key difference here is that when we write to the journal, we check if that journal file is already associated with this storage environment. Take a look at the &lt;code&gt;Journals/0015.journal&lt;/code&gt;&amp;nbsp;file, if the &lt;code&gt;Users_ByName &lt;/code&gt;index needs to write, it will check if the journal file is already associated with it or not. &amp;nbsp;In this case, you can see that &lt;code&gt;Journals/0015.journal&lt;/code&gt;&amp;nbsp;points to the same file (inode) as &lt;code&gt;Indexes/Users_ByName/Journals/0003.journal&lt;/code&gt;. &lt;/p&gt;&lt;p&gt;What this means is that the shared journals mode is &lt;em&gt;only &lt;/em&gt;applicable for committing transactions, there have been no changes required for the reads / recovery side. That is a major plus for this sort of a critical feature since it means that we can rely on code that we have proven to work over 15 years.&lt;/p&gt;&lt;h3&gt;The single writer mode makes it work&lt;/h3&gt;&lt;blockquote&gt;&lt;p&gt;A key fact to remember is that there is always only a &lt;em&gt;single&lt;/em&gt;&amp;nbsp;writer to the journal file. That means that there is no need to worry about contention or multiple concurrent writes competing for access. There is one writer and many readers (during recovery), and each of them can treat the file as effectively immutable during recovery.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;The idea behind relying on hard links is that we let the operating system manage the file references. If an index flushes its file and is done with a particular journal file, it can delete that without requiring any coordination with the rest of the indexes or the database. That lack of coordination is a &lt;em&gt;huge&lt;/em&gt;&amp;nbsp;simplification in the process.&lt;/p&gt;&lt;p&gt;In the same manner, features such as copying &amp;amp; moving folders around still work. Moving a folder will not break the hard links, but copying the folder will. In that case, we don&amp;rsquo;t actually &lt;em&gt;care&lt;/em&gt;, we&amp;rsquo;ll still read from the journal files as normal. When we need to commit a new transaction after a copy, we&amp;rsquo;ll create a &lt;em&gt;new&lt;/em&gt;&amp;nbsp;linked file. &lt;/p&gt;&lt;p&gt;That means that features such as snapshots just work (although restoring from a snapshot will create multiple copies of the &amp;ldquo;same&amp;rdquo; journal file). We don&amp;rsquo;t really care about that, since in short order, the journals will move beyond that and share the same set of files once again.&lt;/p&gt;&lt;p&gt;In the same way, that is how we&amp;rsquo;ll migrate from the old system to the new one. It is just a set of files on disk, and we can just create new hard links as needed.&lt;/p&gt;&lt;h2&gt;Advanced scenarios behavior&lt;/h2&gt;&lt;p&gt;I mentioned earlier that a well-known technique for database optimizations is to split the database file and the journals into separate volumes (which provides higher overall I/O throughput). If the database and the indexes reside on different volumes, we cannot use hard links, and the entire premise of this feature fails. &lt;/p&gt;&lt;p&gt;In practice, at least for our users&amp;rsquo; scenarios, that tends to be the exception rather than the rule. And shared journals are a relevant optimization for the most common deployment model.&lt;/p&gt;&lt;h2&gt;Additional optimizations - vectored I/O&lt;/h2&gt;&lt;p&gt;The idea behind shared journals is that we can funnel the writes from multiple environments through a single pipe, presenting the disk with fewer (and larger) writes. The fact that we need to write multiple buffers at the same time also means that we can take advantage of even more optimizations.&lt;/p&gt;&lt;p&gt;In Windows, we can use &lt;code&gt;WriteFileGather&lt;/code&gt;&amp;nbsp;to submit a single system call to merge multiple writes from many indexes and the database. On Linux, we use &lt;code&gt;pwritev&lt;/code&gt;&amp;nbsp;for the same purpose. The end result is additional optimizations beyond just the merged writes. &lt;/p&gt;&lt;p&gt;I have been working on this set of features for a very long time, and all of them are designed to be completely invisible to the user. They either give us &lt;a href="https://ayende.com/blog/201955-A/ravendb-7-1-next-gen-pagers?key=5150836dcfb946c09b64c00945b668a8"&gt;a lot more flexibility internally&lt;/a&gt;or they are meant to just provide better performance without requiring any action from the user.&lt;/p&gt;&lt;p&gt;I&amp;rsquo;m &lt;em&gt;really&lt;/em&gt;&amp;nbsp;looking forward to showing the performance results. We&amp;rsquo;ll get to that in the next post&amp;hellip; &lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/201991-A/ravendb-7-1-shared-journals?Key=034754e7-da2f-4a36-9afe-749e03424598</link><guid>http://ayende.org/blog/201991-A/ravendb-7-1-shared-journals?Key=034754e7-da2f-4a36-9afe-749e03424598</guid><pubDate>Mon, 17 Feb 2025 12:00:00 GMT</pubDate></item><item><title>Production post-mortem: Inspecting ourselves to death</title><description>&lt;p&gt;The problem was that this took &lt;em&gt;time&lt;/em&gt;&amp;nbsp;- many days or multiple weeks - for us to observe that. But we had the charts to prove that this was pretty consistent. If the RavenDB service was restarted (we did &lt;em&gt;not&lt;/em&gt;&amp;nbsp;have to restart the machine), the situation would instantly fix itself and then slowly degrade over time. &lt;/p&gt;&lt;p&gt;The scenario in question was performance degradation over time. The metric in question was the average request latency, and we could track a small but consistent rise in this number over the course of days and weeks.&amp;nbsp;The load on the server remained pretty much constant, but the latency of the requests grew.&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;That the customer didn&amp;rsquo;t notice that is an interesting story on its own. RavenDB will automatically prioritize the fastest node in the cluster to be the &amp;ldquo;customer-facing&amp;rdquo; one, and it alleviated the issue to such an extent that the metrics the customer usually monitors were fine. The RavenDB Cloud team looks at the entire system, so we started the investigation long before the problem warranted users&amp;rsquo; attention.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;I &lt;em&gt;hate&lt;/em&gt;&amp;nbsp;these sorts of issues because they are really hard to figure out and subject to basically every caveat under the sun. In this case, we basically had exactly nothing to go on. The workload was pretty consistent, and I/O, memory, and CPU usage were acceptable. There was no starting point to look at.&lt;/p&gt;&lt;p&gt;Those are also &lt;em&gt;big&lt;/em&gt;&amp;nbsp;machines, with hundreds of GB of RAM and running heavy workloads. These machines have great disks and a lot of CPU power to spare. What is going on here?&lt;/p&gt;&lt;p&gt;After a long while, we got a good handle on what is actually going on. When RavenDB starts, it creates memory maps of the file it is working with. Over time, as needed, RavenDB will map, unmap, and remap as needed. A process that has been running for a long while, with many databases and indexes operating, will have a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of work done in terms of memory mapping.&lt;/p&gt;&lt;p&gt;In Linux, you can inspect those details by running:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-yaml'&gt;&lt;code class='line-numbers language-yaml'&gt;$ cat /proc/22003/smaps


600a33834000&lt;span class="token punctuation"&gt;-&lt;/span&gt;600a3383b000 r&lt;span class="token punctuation"&gt;-&lt;/span&gt;&lt;span class="token punctuation"&gt;-&lt;/span&gt;p 00000000 08&lt;span class="token punctuation"&gt;:&lt;/span&gt;30 214585                     /data/ravendb/Raven.Server
&lt;span class="token key atrule"&gt;Size&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                 28 kB
&lt;span class="token key atrule"&gt;KernelPageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        4 kB
&lt;span class="token key atrule"&gt;MMUPageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;           4 kB
&lt;span class="token key atrule"&gt;Rss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  28 kB
&lt;span class="token key atrule"&gt;Pss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  26 kB
&lt;span class="token key atrule"&gt;Shared_Clean&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;          4 kB
&lt;span class="token key atrule"&gt;Shared_Dirty&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;          0 kB
&lt;span class="token key atrule"&gt;Private_Clean&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        24 kB
&lt;span class="token key atrule"&gt;Private_Dirty&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;Referenced&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;           28 kB
&lt;span class="token key atrule"&gt;Anonymous&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;             0 kB
&lt;span class="token key atrule"&gt;LazyFree&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;              0 kB
&lt;span class="token key atrule"&gt;AnonHugePages&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;ShmemPmdMapped&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        0 kB
&lt;span class="token key atrule"&gt;FilePmdMapped&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;Shared_Hugetlb&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        0 kB
&lt;span class="token key atrule"&gt;Private_Hugetlb&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;       0 kB
&lt;span class="token key atrule"&gt;Swap&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  0 kB
&lt;span class="token key atrule"&gt;SwapPss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;               0 kB
&lt;span class="token key atrule"&gt;Locked&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                0 kB
&lt;span class="token key atrule"&gt;THPeligible&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;    &lt;span class="token number"&gt;0&lt;/span&gt;
&lt;span class="token key atrule"&gt;VmFlags&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; rd mr mw me dw
600a3383b000&lt;span class="token punctuation"&gt;-&lt;/span&gt;600a33847000 r&lt;span class="token punctuation"&gt;-&lt;/span&gt;xp 00006000 08&lt;span class="token punctuation"&gt;:&lt;/span&gt;30 214585                     /data/ravendb/Raven.Server
&lt;span class="token key atrule"&gt;Size&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                 48 kB
&lt;span class="token key atrule"&gt;KernelPageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        4 kB
&lt;span class="token key atrule"&gt;MMUPageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;           4 kB
&lt;span class="token key atrule"&gt;Rss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  48 kB
&lt;span class="token key atrule"&gt;Pss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  46 kB
&lt;span class="token key atrule"&gt;Shared_Clean&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;          4 kB
&lt;span class="token key atrule"&gt;Shared_Dirty&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;          0 kB
&lt;span class="token key atrule"&gt;Private_Clean&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        44 kB
&lt;span class="token key atrule"&gt;Private_Dirty&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;Referenced&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;           48 kB
&lt;span class="token key atrule"&gt;Anonymous&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;             0 kB
&lt;span class="token key atrule"&gt;LazyFree&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;              0 kB
&lt;span class="token key atrule"&gt;AnonHugePages&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;ShmemPmdMapped&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        0 kB
&lt;span class="token key atrule"&gt;FilePmdMapped&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;Shared_Hugetlb&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        0 kB
&lt;span class="token key atrule"&gt;Private_Hugetlb&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;       0 kB
&lt;span class="token key atrule"&gt;Swap&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  0 kB
&lt;span class="token key atrule"&gt;SwapPss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;               0 kB
&lt;span class="token key atrule"&gt;Locked&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                0 kB
&lt;span class="token key atrule"&gt;THPeligible&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;    &lt;span class="token number"&gt;0&lt;/span&gt;
&lt;span class="token key atrule"&gt;VmFlags&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; rd ex mr mw me dw&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;Here you can see the first page of entries from this file. Just starting up RavenDB (with no databases created) will generate close to 2,000 entries. The &lt;code&gt;smaps&lt;/code&gt;&amp;nbsp;virtual file can be really invaluable for figuring out certain types of problems. In the snippet above, you can see that we have some executable memory ranges mapped, for example.&lt;/p&gt;&lt;p&gt;The problem is that over time, memory becomes fragmented, and we may end up with an &lt;code&gt;smaps &lt;/code&gt;file that contains tens of thousands (or even hundreds of thousands) of entries.&lt;/p&gt;&lt;p&gt;Here is the result of running &lt;code&gt;perf top&lt;/code&gt;&amp;nbsp;on the system, you can see that the top three items that hogs most of the resources are related to &lt;code&gt;smaps&lt;/code&gt;&amp;nbsp;accounting.&lt;/p&gt;&lt;p&gt;&lt;img 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"/&gt;&lt;/p&gt;&lt;p&gt;This file provides such useful information that we monitor it on a regular basis. It turns out that this can have&amp;hellip; interesting effects. Consider that while we are running the scan through all the memory mapping, we may need to &lt;em&gt;change&lt;/em&gt;&amp;nbsp;the memory mapping for the process. That leads to contention&amp;nbsp;on the kernel locks that protect the mapping, of course. &lt;/p&gt;&lt;h3&gt;It&amp;rsquo;s expensive to generate the &lt;code&gt;smaps&lt;/code&gt;&amp;nbsp;file&lt;/h3&gt;&lt;blockquote&gt;&lt;p&gt;Reading from &lt;code&gt;/proc/[pid]/smaps&lt;/code&gt;&amp;nbsp;is not a simple file read. It involves the kernel gathering detailed memory statistics (e.g., memory regions, page size, resident/anonymous/shared memory usage) for each virtual memory area (VMA) of the process. For large processes with many memory mappings, this can be computationally expensive as the kernel has to gather the required information every time &lt;code&gt;/proc/[pid]/smaps&lt;/code&gt;&amp;nbsp;is accessed.&lt;/p&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;p&gt;When &lt;code&gt;/proc/[pid]/smaps &lt;/code&gt;is read, the kernel needs to access memory-related structures. This may involve taking locks on certain parts of the process&amp;rsquo;s memory management system. If this is done too often or across many large processes, it could lead to contention or slow down the process itself, especially if other processes are accessing or modifying memory at the same time.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;If the number of memory mappings is high, and the frequency with which we monitor is short&amp;hellip; I hope you can see where this is going. We effectively spent so much time running over this file that we blocked other operations. &lt;/p&gt;&lt;p&gt;This wasn&amp;rsquo;t an issue when we just started the process, because the number of memory mappings was small, but as we worked on the system and the number of memory mappings grew&amp;hellip; we eventually started hitting contention. &lt;/p&gt;&lt;p&gt;The solution was two-fold. We made sure that there is only ever a single thread that would read the information from the &lt;code&gt;smaps &lt;/code&gt;(previously it might have been triggered from multiple locations). &amp;nbsp;We added some throttling to ensure that we aren&amp;rsquo;t hammering the kernel with requests for this file too often (returning cached information if needed) and we switched from using &lt;code&gt;smaps&lt;/code&gt;&amp;nbsp;to using &lt;code&gt;smaps_rollup&lt;/code&gt;&amp;nbsp;instead. The rollup version provides much better performance, since it deals with summary data only.&lt;/p&gt;&lt;p&gt;With those changes in place, we deployed to production and waited. The result was flat latency numbers and another item that the Cloud team could strike off the board successfully.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/201924-B/production-post-mortem-inspecting-ourselves-to-death?Key=cc2ece80-0187-4b28-bdb2-eff7882e77dd</link><guid>http://ayende.org/blog/201924-B/production-post-mortem-inspecting-ourselves-to-death?Key=cc2ece80-0187-4b28-bdb2-eff7882e77dd</guid><pubDate>Fri, 17 Jan 2025 12:00:00 GMT</pubDate></item><item><title>The memory leak in ConcurrentQueue</title><description>&lt;p style="text-align:left;"&gt;We ran into a memory issue recently in RavenDB, which had a pretty interesting root cause. Take a look at the following code and see if you can spot what is going on:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-java'&gt;&lt;code class='line-numbers language-java'&gt;&lt;span class="token class-name"&gt;ConcurrentQueue&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token class-name"&gt;Buffer&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; _buffers &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token class-name"&gt;FlushUntil&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt; maxTransactionId&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token class-name"&gt;List&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token class-name"&gt;Buffer&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; toFlush &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;while&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_buffers&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;TryPeek&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;out buffer&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;&amp;amp;&amp;amp;&lt;/span&gt; 
        &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;buffer&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;TransactionId&lt;/span&gt; &lt;span class="token operator"&gt;&amp;lt;=&lt;/span&gt; maxTransactionId&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_buffers&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;TryDequeue&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;out buffer&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;toFlush&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;buffer&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;


    &lt;span class="token class-name"&gt;FlushToDisk&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;toFlush&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The code handles flushing data to disk based on the maximum transaction ID. Can you see the memory leak?&lt;/p&gt;&lt;p style="text-align:left;"&gt;If we have a lot of load on the system, this will run just fine. The problem is when the load is over. If we &lt;em&gt;stop&lt;/em&gt;&amp;nbsp;writing new items to the system, it will keep a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of stuff in memory, even though there is no reason for it to do so. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The reason for that is the call to TryPeek(). You can read the &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://github.com/dotnet/runtime/blob/main/src/libraries/System.Private.CoreLib/src/System/Collections/Concurrent/ConcurrentQueueSegment.cs#L197-L201"&gt;source directly&lt;/a&gt;&lt;/span&gt;, but the basic idea is that when you peek, you have to guard against concurrent TryTake(). If you are not careful, you may encounter something called a torn read.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Let&amp;rsquo;s try to explain it in detail. Suppose we store a large struct in the queue and call TryPeek() and TryTake()&amp;nbsp;concurrently. The TryPeek() starts copying the struct to the caller at the same time that TryTake() does the same and &lt;em&gt;zeros the value&lt;/em&gt;. So it is possible that TryPeek() would get an invalid value. &lt;/p&gt;&lt;p style="text-align:left;"&gt;To handle that, if you are using TryPeek(), the queue will &lt;em&gt;not&lt;/em&gt;&amp;nbsp;zero out the values. This means that until that queue segment is completely full and a new one is generated, we&amp;rsquo;ll retain references to those buffers, leading to an &lt;em&gt;interesting&lt;/em&gt;&amp;nbsp;memory leak.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/201891-B/the-memory-leak-in-concurrentqueue?Key=c4281de5-6112-4082-adcc-f845ebe08965</link><guid>http://ayende.org/blog/201891-B/the-memory-leak-in-concurrentqueue?Key=c4281de5-6112-4082-adcc-f845ebe08965</guid><pubDate>Mon, 13 Jan 2025 12:00:00 GMT</pubDate></item><item><title>Performance discovery: IOPS vs. IOPS</title><description>&lt;p style="text-align: left;"&gt;RavenDB is a transactional database, we &lt;em&gt;care&lt;/em&gt;&amp;nbsp;deeply about ACID. The D in ACID stands for durability, which means that to acknowledge a transaction, we &lt;em&gt;must&lt;/em&gt;&amp;nbsp;write it to a persistent medium. Writing to disk is &lt;em&gt;expensive&lt;/em&gt;, writing to the disk and ensuring durability is even more expensive.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;After seeing some weird performance numbers on a test machine, I decided to run an experiment to understand exactly how durable writes affect disk performance.&lt;/p&gt;
&lt;blockquote&gt;
&lt;p style="text-align: left;"&gt;A few words about the term &lt;em&gt;durable writes&lt;/em&gt;. Disks are slow, so we use buffering &amp;amp; caches to avoid going to the disk. But a write to a buffer isn&amp;rsquo;t durable. A failure could cause it to never hit a persistent medium. So we need to tell the disk in some way that we are willing to wait until it can ensure that this write is actually durable.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;blockquote&gt;
&lt;p style="text-align: left;"&gt;This is typically done using either fsync or&amp;nbsp;O_DIRECT | O_DSYNC&amp;nbsp;flags. So this is what we are testing in this post.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p style="text-align: left;"&gt;I wanted to test things out without any of my own code, so I ran the following benchmark.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I pre-allocated a file and then ran the following commands.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Normal writes (buffered) with different sizes (256 KB, 512 KB, etc).&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-lua"&gt;&lt;code class="line-numbers language-lua"&gt;dd &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;dev&lt;span class="token operator"&gt;/&lt;/span&gt;zero of&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;data&lt;span class="token operator"&gt;/&lt;/span&gt;test bs&lt;span class="token operator"&gt;=&lt;/span&gt;256K count&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token number"&gt;1024&lt;/span&gt;
dd &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;dev&lt;span class="token operator"&gt;/&lt;/span&gt;zero of&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;data&lt;span class="token operator"&gt;/&lt;/span&gt;test bs&lt;span class="token operator"&gt;=&lt;/span&gt;512K count&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token number"&gt;1024&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;Durable writes (force the disk to acknowledge them) with different sizes:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-lua"&gt;&lt;code class="line-numbers language-lua"&gt;dd &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;dev&lt;span class="token operator"&gt;/&lt;/span&gt;zero of&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;data&lt;span class="token operator"&gt;/&lt;/span&gt;test bs&lt;span class="token operator"&gt;=&lt;/span&gt;256k count&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token number"&gt;1024&lt;/span&gt; oflag&lt;span class="token operator"&gt;=&lt;/span&gt;direct&lt;span class="token punctuation"&gt;,&lt;/span&gt;sync
dd &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;dev&lt;span class="token operator"&gt;/&lt;/span&gt;zero of&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;data&lt;span class="token operator"&gt;/&lt;/span&gt;test bs&lt;span class="token operator"&gt;=&lt;/span&gt;256k count&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token number"&gt;1024&lt;/span&gt; oflag&lt;span class="token operator"&gt;=&lt;/span&gt;direct&lt;span class="token punctuation"&gt;,&lt;/span&gt;sync&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;The code above opens the file using:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-bash"&gt;&lt;code class="line-numbers language-bash"&gt;openat&lt;span class="token punctuation"&gt;(&lt;/span&gt;AT_FDCWD, &lt;span class="token string"&gt;"/data/test"&lt;/span&gt;, O_WRONLY&lt;span class="token operator"&gt;|&lt;/span&gt;O_CREAT&lt;span class="token operator"&gt;|&lt;/span&gt;O_TRUNC&lt;span class="token operator"&gt;|&lt;/span&gt;O_SYNC&lt;span class="token operator"&gt;|&lt;/span&gt;O_DIRECT, 0666&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;3&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;I got myself an &lt;span style="text-decoration: underline;"&gt;&lt;a style="color: inherit;" href="https://instances.vantage.sh/aws/ec2/i4i.xlarge?selected=i4g.xlarge"&gt;i4i.xlarge&lt;/a&gt;&lt;/span&gt;&amp;nbsp;instance on AWS and started running some tests. That machine has a local NVMe drive of about 858 GB, 32 GB of RAM, and 4 cores. Let&amp;rsquo;s see what kind of performance I can get out of it.&lt;/p&gt;
&lt;p&gt;Write sizeTotal writesBuffered writes&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;256 KB&lt;/td&gt;
&lt;td&gt;256 MB&lt;/td&gt;
&lt;td&gt;1.3 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;512 KB&lt;/td&gt;
&lt;td&gt;512 MB&lt;/td&gt;
&lt;td&gt;1.2 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;1 MB&lt;/td&gt;
&lt;td&gt;1 GB&lt;/td&gt;
&lt;td&gt;1.2 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2 MB&lt;/td&gt;
&lt;td&gt;2 GB&lt;/td&gt;
&lt;td&gt;731 Mb/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;8 MB&lt;/td&gt;
&lt;td&gt;8 GB&lt;/td&gt;
&lt;td&gt;571 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16 MB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;561 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2 MB&lt;/td&gt;
&lt;td&gt;8 GB&lt;/td&gt;
&lt;td&gt;559 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;1 MB&lt;/td&gt;
&lt;td&gt;1 GB&lt;/td&gt;
&lt;td&gt;554 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;4 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;557 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;553 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;What you can see here is that writes are &lt;em&gt;really&lt;/em&gt;&amp;nbsp;fast when buffered. But when I hit a certain size (above 1 GB or so), we probably start having to write to the disk itself (which is NVMe, remember). Our top speed is about 550 MB/s at this point, regardless of the size of the buffers I&amp;rsquo;m passing to the write()&amp;nbsp;syscall.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I&amp;rsquo;m writing here using &lt;em&gt;cached &lt;/em&gt;I/O, which is something that as a database vendor, I don&amp;rsquo;t really care about. What happens when we run with direct &amp;amp; sync I/O, the way I would with a real database? Here are the numbers for the &lt;span style="text-decoration: underline;"&gt;&lt;a style="color: inherit;" href="https://instances.vantage.sh/aws/ec2/i4i.xlarge?selected=i4g.xlarge"&gt;i4i.xlarge&lt;/a&gt;&lt;/span&gt;&amp;nbsp;instance for durable writes.&lt;/p&gt;
&lt;p&gt;Write sizeTotal writesDurable writes&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;256 KB&lt;/td&gt;
&lt;td&gt;256 MB&lt;/td&gt;
&lt;td&gt;1.3 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;256 KB&lt;/td&gt;
&lt;td&gt;1 GB&lt;/td&gt;
&lt;td&gt;1.1 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16 MB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;584 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;64 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;394 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;32 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;237 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;126 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;In other words, when using direct I/O, the smaller the write, the more time it takes. Remember that we are talking about forcing the disk to write the data, and we need to wait for it to complete before moving to the next one.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;For 16 KB writes, buffered writes achieve a throughput of 553 MB/s vs. 126 MB/s for durable writes. This makes sense, since those writes are cached, so the OS is probably sending big batches to the disk. The numbers we have here clearly show that bigger batches are better.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;My next test was to see what would happen when I try to write things in parallel. In this test, we run 4 processes that write to the disk using direct I/O and measure their output.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I assume that I&amp;rsquo;m maxing out the throughput on the drive, so the total rate across all commands should be equivalent to the rate I would get from a single command.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;To run this in parallel I&amp;rsquo;m using a really simple mechanism - just spawn processes that would do the same work. Here is the command template I&amp;rsquo;m using:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-lua"&gt;&lt;code class="line-numbers language-lua"&gt;parallel &lt;span class="token operator"&gt;-&lt;/span&gt;j &lt;span class="token number"&gt;4&lt;/span&gt; &lt;span class="token comment"&gt;--tagstring 'Task {}' dd if=/dev/zero of=/data/test bs=16M count=128 seek={} oflag=direct,sync ::: 0 1024 2048 3072&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;This would write to 4 different portions of the same file, but I also tested that on separate files. The idea is to generate a sufficient volume of writes to stress the disk drive.&lt;/p&gt;
&lt;p&gt;Write sizeTotal writesDurable &amp;amp; Parallel writes&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;16 MB&lt;/td&gt;
&lt;td&gt;8 GB&lt;/td&gt;
&lt;td&gt;650 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16 KB&lt;/td&gt;
&lt;td&gt;64 GB&lt;/td&gt;
&lt;td&gt;252 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;I also decided to write some low-level C code to test out how this works with threads and a single program. You can find &lt;span style="text-decoration: underline;"&gt;&lt;a style="color: inherit;" href="https://gist.github.com/ayende/bb6f104e0d1f4df5d9b4a2cf3049a48c"&gt;the code here&lt;/a&gt;&lt;/span&gt;. &amp;nbsp;I basically spawn NUM_THREADS threads, and each will open a file using O_SYNC | O_DIRECT&amp;nbsp;and write to the file WRITE_COUNT times with a buffer of size BUFFER_SIZE.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;This code just opens a lot of files and tries to write to them using direct I/O with 8 KB buffers. In total, I&amp;rsquo;m writing 16 GB (128 MB x 128 threads) to the disk. I&amp;rsquo;m getting a rate of about 320 MB/sec when using this approach.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;As before, increasing the buffer size seems to help here. I also tested a version where we write using buffered I/O and call fsync every now and then, but I got similar results.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The interim conclusion that I can draw from this experiment is that NVMes are pretty cool, but once you hit their limits you can really feel it. There is another aspect to consider though, I&amp;rsquo;m running this on a disk that is literally called &lt;em&gt;ephemeral storage&lt;/em&gt;. I need to repeat those tests on real hardware to verify whether the cloud disk simply ignores the command to persist properly and always uses the cache.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;That is supported by the fact that using both direct I/O on small data sizes didn&amp;rsquo;t have a big impact (and I expected it should). Given that the &lt;em&gt;point &lt;/em&gt;of direct I/O in this case is to force the disk to properly persist (so it would be durable in the case of a crash), while at the same time an ephemeral disk is wiped if the host machine is restarted, that gives me good reason to believe that these numbers are because the hardware &amp;ldquo;lies&amp;rdquo; to me.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;In fact, if I were in charge of those disks, lying about the durability of writes would be the first thing I would do. Those disks are local to the host machine, so we have two failure modes that we need to consider:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;The VM crashed - in which case the disk is perfectly fine and &amp;ldquo;durable&amp;rdquo;.&lt;/li&gt;
&lt;li&gt;The host crashed - in which case the disk is considered lost entirely.&lt;/li&gt;
&lt;/ul&gt;
&lt;p style="text-align: left;"&gt;Therefore, there is no &lt;em&gt;point&lt;/em&gt;&amp;nbsp;in trying to achieve durability, so we &lt;em&gt;can&amp;rsquo;t&lt;/em&gt;&amp;nbsp;trust those numbers.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The next step is to run it on a &lt;em&gt;real&lt;/em&gt;&amp;nbsp;machine. The economics of benchmarks on cloud instances are weird. For a one-off scenario, the cloud is a godsend. But if you want to run benchmarks on a regular basis, it is &lt;em&gt;far&lt;/em&gt;&amp;nbsp;more economical to just buy a physical machine. Within a month or two, you&amp;rsquo;ll already see a return on the money spent.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;We got a machine in the office called Kaiju (a Japanese term for enormous monsters, think: Godzilla) that has:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;32 cores&lt;/li&gt;
&lt;li&gt;188 GB RAM&lt;/li&gt;
&lt;li&gt;2 TB NVMe for the system disk&lt;/li&gt;
&lt;li&gt;4 TB NVMe for the data disk&lt;/li&gt;
&lt;/ul&gt;
&lt;p style="text-align: left;"&gt;I ran the same commands on that machine as well and got really interesting results.&lt;/p&gt;
&lt;p&gt;Write sizeTotal writesBuffered writes&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;4 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;1.4 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;256 KB&lt;/td&gt;
&lt;td&gt;256 MB&lt;/td&gt;
&lt;td&gt;1.4 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2 MB&lt;/td&gt;
&lt;td&gt;2 GB&lt;/td&gt;
&lt;td&gt;1.6 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2 MB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;1.7 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;4 MB&lt;/td&gt;
&lt;td&gt;32 GB&lt;/td&gt;
&lt;td&gt;1.8 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;4 MB&lt;/td&gt;
&lt;td&gt;64 GB&lt;/td&gt;
&lt;td&gt;1.8 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;We are faster than the cloud instance, and we don&amp;rsquo;t have a drop-off point when we hit a certain size. We are &lt;em&gt;also&lt;/em&gt;&amp;nbsp;seeing higher performance when we throw bigger buffers at the system.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;But when we test with small buffers, the performance is also great. That is amazing, but what about durable writes with direct I/O?&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I tested the same scenario with both buffered and durable writes:&lt;/p&gt;
&lt;p&gt;ModeBufferedDurable&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;1 MB buffers, 8 GB write&lt;/td&gt;
&lt;td&gt;1.6 GB/s&lt;/td&gt;
&lt;td&gt;1.0 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2 MB buffers, 16 GB write&lt;/td&gt;
&lt;td&gt;1.7 GB/s&lt;/td&gt;
&lt;td&gt;1.7 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;Wow, that is an interesting result. Because it means that when we use direct I/O with 1 MB buffers, we &lt;em&gt;lose&lt;/em&gt;&amp;nbsp;about 600 MB/sec compared to buffered I/O. Note that this is actually a pretty good result. 1 GB/sec is amazing.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;And if you use big buffers, then the cost of direct I/O is basically gone. What about when we go the other way around and use smaller buffers?&lt;/p&gt;
&lt;p&gt;ModeBufferedDurable&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;128 KB buffers, 8 GB write&lt;/td&gt;
&lt;td&gt;1.7 GB/s&lt;/td&gt;
&lt;td&gt;169 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;32 KB buffers, 2 GB&lt;/td&gt;
&lt;td&gt;1.6 GB/s&lt;/td&gt;
&lt;td&gt;49.9 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Parallel:&lt;/strong&gt;&amp;nbsp;8, 1 MB, 8 GB&lt;/td&gt;
&lt;td&gt;5.8 GB/s&lt;/td&gt;
&lt;td&gt;3.6 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Parallel&lt;/strong&gt;: 8, 128 KB, 8 GB&lt;/td&gt;
&lt;td&gt;6.0 GB/s&lt;/td&gt;
&lt;td&gt;550 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;For buffered I/O - I&amp;rsquo;m getting simply dreamy numbers, pretty much regardless of what I do 🙂.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;For durable writes, the situation is clear. The bigger the buffer we write, the better we perform, and we &lt;em&gt;pay&lt;/em&gt;&amp;nbsp;for small buffers. Look at the numbers for 128 KB in the durable column for both single-threaded and parallel scenarios.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;169 MB/s in the single-threaded result, but with 8 parallel processes, we didn&amp;rsquo;t reach 1.3 GB/s (which is 169x8). Instead, we achieved less than half of our expected performance.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;It looks like there is a fixed cost for making a direct I/O write to the disk, regardless of the amount of data that we write. &amp;nbsp;When using 32 KB writes, we are not even breaking into the 200 MB/sec. And with 8 KB writes, we are barely breaking into the 50 MB/sec range.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Those are some &lt;em&gt;really&lt;/em&gt;&amp;nbsp;interesting results because they show a very strong preference for bigger writes over smaller writes.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I also tried using the same C code as before. As a reminder, we use direct I/O to write to 128 files in batches of 8 KB, writing a total of 128 MB per file. All of that is done concurrently to really stress the system.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;When running iotop in&amp;nbsp;this environment, we get:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-yaml"&gt;&lt;code class="line-numbers language-yaml"&gt;&lt;span class="token key atrule"&gt;Total DISK READ&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         &lt;span class="token key atrule"&gt;0.00 B/s | Total DISK WRITE&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;       522.56 M/s
&lt;span class="token key atrule"&gt;Current DISK READ&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;       &lt;span class="token key atrule"&gt;0.00 B/s | Current DISK WRITE&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;     567.13 M/s
    TID  PRIO  USER     DISK READ DISK WRITE&lt;span class="token punctuation"&gt;&amp;gt;&lt;/span&gt;    COMMAND
 142851 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    4.09 M/s ./a.out
 142901 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    4.09 M/s ./a.out
 142902 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    4.09 M/s ./a.out
 142903 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    4.09 M/s ./a.out
 142904 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    4.09 M/s ./a.out
&lt;span class="token punctuation"&gt;...&lt;/span&gt; redacted &lt;span class="token punctuation"&gt;...&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;So each thread is getting about 4.09 MB/sec for writes, but we total 522 MB/sec across all writes. I wondered what would happen if I limited it to fewer threads, so I tried with 16 concurrent threads, resulting in:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-yaml"&gt;&lt;code class="line-numbers language-yaml"&gt;&lt;span class="token key atrule"&gt;Total DISK READ&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         &lt;span class="token key atrule"&gt;0.00 B/s | Total DISK WRITE&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        89.80 M/s
&lt;span class="token key atrule"&gt;Current DISK READ&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;       &lt;span class="token key atrule"&gt;0.00 B/s | Current DISK WRITE&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;     110.91 M/s
    TID  PRIO  USER     DISK READ DISK WRITE&lt;span class="token punctuation"&gt;&amp;gt;&lt;/span&gt;    COMMAND
 142996 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    5.65 M/s ./a.out
 143004 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    5.62 M/s ./a.out
 142989 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    5.62 M/s ./a.out
&lt;span class="token punctuation"&gt;...&lt;/span&gt; redacted ..&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;Here we can see that each thread is getting (slightly) more throughput, but the overall system throughput is greatly reduced.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;To give some context, with 128 threads running, the process wrote 16GB in 31 seconds, but with 16 threads, it took 181 seconds to write the same amount. In other words, there is a throughput issue here. I also tested this with various levels of concurrency:&lt;/p&gt;
&lt;p&gt;Concurrency(8 KB x 16K times - 128 MB)Throughput per threadTime / MB written&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;1&lt;/td&gt;
&lt;td&gt;15.5 MB / sec&lt;/td&gt;
&lt;td&gt;8.23 seconds / 128 MB&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2&lt;/td&gt;
&lt;td&gt;5.95 MB / sec&lt;/td&gt;
&lt;td&gt;18.14 seconds / 256 MB&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;4&lt;/td&gt;
&lt;td&gt;5.95 MB / sec&lt;/td&gt;
&lt;td&gt;20.75 seconds / 512 MB&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;8&lt;/td&gt;
&lt;td&gt;6.55 MB / sec&lt;/td&gt;
&lt;td&gt;20.59 seconds / 1024 MB&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16&lt;/td&gt;
&lt;td&gt;5.70 MB / sec&lt;/td&gt;
&lt;td&gt;22.67 seconds / 2048 MB&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;To give some context, here are two attempts to write 2GB to the disk:&lt;/p&gt;
&lt;p&gt;ConcurrencyWriteThroughputTotal writtenTotal time&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;16&lt;/td&gt;
&lt;td&gt;128 MB in 8 KB writes&lt;/td&gt;
&lt;td&gt;5.7 MB / sec&lt;/td&gt;
&lt;td&gt;2,048 MB&lt;/td&gt;
&lt;td&gt;22.67 sec&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;8&lt;/td&gt;
&lt;td&gt;256 MB in 16 KB writes&lt;/td&gt;
&lt;td&gt;12.6 MB / sec&lt;/td&gt;
&lt;td&gt;2,048 MB&lt;/td&gt;
&lt;td&gt;22.53 sec&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16&lt;/td&gt;
&lt;td&gt;256 MB in 16 KB writes&lt;/td&gt;
&lt;td&gt;10.6 MB / sec&lt;/td&gt;
&lt;td&gt;4,096 MB&lt;/td&gt;
&lt;td&gt;23.92 sec&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;In other words, we can see the impact of concurrent writes. There is absolutely some contention at the disk level when making direct I/O writes. The impact is related to the &lt;em&gt;number&lt;/em&gt;&amp;nbsp;of writes rather than the amount of data being written.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Bigger writes are far more efficient. And concurrent writes allow you to get more data overall but come with a horrendous latency impact for each individual thread.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The difference between the cloud and physical instances is really interesting, and I have to assume that this is because the cloud instance isn&amp;rsquo;t actually forcing the data to the physical disk (it doesn&amp;rsquo;t make sense that it would).&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I decided to test that on an &lt;span style="text-decoration: underline;"&gt;&lt;a style="color: inherit;" href="https://instances.vantage.sh/aws/ec2/m6i.2xlarge?cost_duration=annually&amp;amp;selected=m7g.8xlarge%2Cm7a.8xlarge%2Ct4g.nano&amp;amp;region=us-east-1&amp;amp;os=linux&amp;amp;reserved_term=Standard.noUpfront"&gt;m6i.2xlarge&lt;/a&gt;&lt;/span&gt;&amp;nbsp;instance with a 512 GB io2 disk with 16,000 IOPS.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The idea is that an io2&amp;nbsp;disk has to be durable, so it will probably have similar behavior to physical hardware.&lt;/p&gt;
&lt;p&gt;DiskBuffer SizeWritesDurableParallelTotalRate&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;No&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;1,638.40&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;No&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;1,331.20&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;4.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;4,194,304.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;No&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;16,384.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;1,228.80&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;144.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;4,096.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;146.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;64.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;512.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;50.20&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;32.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;26.90&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;64.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;7.10&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;502.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;No&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;1,909.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;1,832.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;32.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;No&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;3,526.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;32.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;150.9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;64.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;37.10&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;In other words, we are seeing pretty much the same behavior as on the physical machine, unlike the ephemeral drive.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;In conclusion, it looks like the limiting factor for direct I/O writes is the number of writes, not their size. There appears to be some benefit for concurrency in this case, but there is also some contention. The best option we got was with big writes.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Interestingly, big writes are a win, period. For example, 16 MB writes, direct I/O:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Single-threaded - 4.4 GB/sec&lt;/li&gt;
&lt;li&gt;2 threads - 2.5 GB/sec X 2 - total 5.0 GB/sec&lt;/li&gt;
&lt;li&gt;4 threads - 1.4 X 4 &amp;nbsp;- total 5.6 GB/sec&lt;/li&gt;
&lt;li&gt;8 threads - ~590 MB/sec x 8 - total 4.6 GB/sec&lt;/li&gt;
&lt;/ul&gt;
&lt;p style="text-align: left;"&gt;Writing 16 KB, on the other hand:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;8 threads - 11.8 MB/sec x 8 - total 93 MB/sec&lt;/li&gt;
&lt;li&gt;4 threads - 12.6 MB/sec x 4- total 50.4 MB/sec&lt;/li&gt;
&lt;li&gt;2 threads - 12.3 MB/sec x 2 - total 24.6 MB/sec&lt;/li&gt;
&lt;li&gt;1 thread - 23.4 MB/sec&lt;/li&gt;
&lt;/ul&gt;
&lt;p style="text-align: left;"&gt;This leads me to believe that there is a bottleneck somewhere in the stack, where we need to handle the durable write, but it isn&amp;rsquo;t related to the actual amount we write. In short, fewer and bigger writes are more effective, even with concurrency.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;As a database developer, that leads to some interesting questions about design. It means that I want to find some way to batch more writes to the disk, especially for durable writes, because it matters so much.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Expect to hear more about this in the future.&lt;/p&gt;</description><link>http://ayende.org/blog/201862-C/performance-discovery-iops-vs-iops?Key=aec235b8-0aca-419c-b22b-f329971dca21</link><guid>http://ayende.org/blog/201862-C/performance-discovery-iops-vs-iops?Key=aec235b8-0aca-419c-b22b-f329971dca21</guid><pubDate>Fri, 10 Jan 2025 12:00:00 GMT</pubDate></item><item><title>Performance discovery: Managed vs. Unmanaged memory</title><description>&lt;p style="text-align:left;"&gt;When building RavenDB, we occasionally have to deal with some ridiculous numbers in both size and scale. In one of our tests, we ran into an interesting problem. Here are the performance numbers of running a particular query 3 times.&lt;/p&gt;&lt;blockquote&gt;&lt;p style="text-align:left;"&gt;First Run: 19,924 ms&lt;/p&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;p style="text-align:left;"&gt;Second Run: 3,181 ms&lt;/p&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;p style="text-align:left;"&gt;Third Run: 1,179 ms&lt;/p&gt;&lt;/blockquote&gt;&lt;p style="text-align:left;"&gt;Those are not good numbers, so we dug into this to try to figure out what is going on. Here is the query that we are running:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;from index &lt;span class="token string"&gt;'IntFloatNumbers-Lucene'&lt;/span&gt; where Int &lt;span class="token operator"&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;And the key here is that this index covers 400 million documents, all of which are actually greater than 0. So this is actually a pretty complex task for the database to handle, mostly because of the internals of how Lucene works. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Remember that we provide &lt;em&gt;both&lt;/em&gt;&amp;nbsp;the first page of the results as well as its total number. So we have to go through the entire result set to find out how many items we have. That is a lot of work. &lt;/p&gt;&lt;p style="text-align:left;"&gt;But it turns out that most of the time here isn&amp;rsquo;t actually processing the query, but dealing with the GC. Here are some entries from the GC log while the queries were running:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-lua'&gt;&lt;code class='line-numbers language-lua'&gt;&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;12T12&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;39&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;40.&lt;/span&gt;4845987Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;30096&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2107.&lt;/span&gt;9972ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;25&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;12T12&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;39&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;53.&lt;/span&gt;1359744Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;30096&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;1650.&lt;/span&gt;9207ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;26&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;12T12&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;40&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;07.&lt;/span&gt;5835527Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;30096&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;1629.&lt;/span&gt;1771ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;27&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;12T12&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;40&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;20.&lt;/span&gt;2205602Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;30096&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;776.&lt;/span&gt;24ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;28&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;That sound you heard was me going: Ouch!&lt;/p&gt;&lt;p style="text-align:left;"&gt;Remember that this query actually goes through 400M results. Here are the details about its Memory Usage &amp;amp; Object Count:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;strong&gt;Number of objects for GC&lt;/strong&gt;&amp;nbsp;(under LuceneIndexPersistence): 190M (~12.63GB)&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Managed Memory&lt;/strong&gt;: 13.01GB&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Unmanaged Memory&lt;/strong&gt;: 4.53MB&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;What is going on? It turns out that Lucene handles queries such as &lt;span style="color:#188038;"&gt;Int&lt;/span&gt;&lt;span style="color:#188038;"&gt;&amp;gt;&lt;/span&gt;&lt;span style="color:#188038;"&gt;0&lt;/span&gt;&amp;nbsp;by creating an array with all the unique values, something similar to:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;string&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;/span&gt; sortedTerms &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token constructor-invocation class-name"&gt;&lt;span class="token keyword"&gt;string&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;190_000_000&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;/span&gt; termPostingListOffset &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token constructor-invocation class-name"&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;190_000_000&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This isn&amp;rsquo;t exactly&amp;nbsp;how it works, mind. But the details don&amp;rsquo;t really matter for this story. The key here is that we have an array with a sorted list of terms, and in this case, we have a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of terms.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Those values are &lt;em&gt;cached&lt;/em&gt;, so they aren&amp;rsquo;t actually allocated and thrown away each time we query. However, remember that the .NET GC uses a Mark &amp;amp; Sweep algorithm. Here is the core part of the Mark portion of the algorithm:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;long _marker&lt;span class="token punctuation"&gt;;&lt;/span&gt;
void &lt;span class="token function-name function"&gt;Mark&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    var currentMarker &lt;span class="token operator"&gt;=&lt;/span&gt; ++_marker&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    foreach &lt;span class="token punctuation"&gt;(&lt;/span&gt;var root &lt;span class="token keyword"&gt;in&lt;/span&gt; GetRoots&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;))&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        Mark&lt;span class="token punctuation"&gt;(&lt;/span&gt;root&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;


    void Mark&lt;span class="token punctuation"&gt;(&lt;/span&gt;object o&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        // already visited
        &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;GetMarket&lt;span class="token punctuation"&gt;(&lt;/span&gt;o&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; currentMarker&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token builtin class-name"&gt;return&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        foreach &lt;span class="token punctuation"&gt;(&lt;/span&gt;var child &lt;span class="token keyword"&gt;in&lt;/span&gt; GetReferences&lt;span class="token punctuation"&gt;(&lt;/span&gt;node&lt;span class="token punctuation"&gt;))&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            Mark&lt;span class="token punctuation"&gt;(&lt;/span&gt;child&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Basically, start from the roots (static variables, items on the stack, etc.), scan the reachable object graph, and mark all the objects in use. The code above is generic, of course (and basically pseudo-code), but let&amp;rsquo;s consider what the performance will be like when dealing with an array of 190M strings. &lt;/p&gt;&lt;p style="text-align:left;"&gt;It has to &lt;em&gt;scan&lt;/em&gt;&amp;nbsp;the entire thing, which means it is proportional to the number of objects. And we do have quite a lot of those. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The problem was the number of managed objects, so we pulled all of those out. We moved the term storage to unmanaged memory, outside the purview of the GC. As a result, we now have the following Memory Usage &amp;amp; Object Count:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;strong&gt;Number of objects for GC&lt;/strong&gt;&amp;nbsp;(under LuceneIndexPersistence): 168K (~6.64GB)&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Managed Memory&lt;/strong&gt;: 6.72GB&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Unmanaged Memory&lt;/strong&gt;: 1.32GB&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;Looking at the GC logs, we now have:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-lua'&gt;&lt;code class='line-numbers language-lua'&gt;&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;16T18&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;33&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;29.&lt;/span&gt;8143148Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;8508&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;93.&lt;/span&gt;6835ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;319&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;16T18&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;33&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;30.&lt;/span&gt;7013255Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;8508&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;142.&lt;/span&gt;1781ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;320&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;16T18&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;33&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;31.&lt;/span&gt;5691610Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;8508&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;91.&lt;/span&gt;0983ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;321&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;16T18&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;33&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;37.&lt;/span&gt;8245671Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;8508&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;112.&lt;/span&gt;7643ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;322&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;So the GC time is now in the range of 100ms, instead of several seconds. This change helps both reduce overall GC pause times and greatly reduce the amount of CPU spent on managing garbage. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Those are still big queries, but now we can focus on executing the &lt;em&gt;query&lt;/em&gt;, rather than managing maintenance tasks. Incidentally, those sorts of issues are one of the key reasons why we built Corax, which can process queries directly on top of persistent structures, without needing to materialize anything from the disk.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/201860-C/performance-discovery-managed-vs-unmanaged-memory?Key=d3d3eb44-4642-4877-9873-eacc52e3c9ed</link><guid>http://ayende.org/blog/201860-C/performance-discovery-managed-vs-unmanaged-memory?Key=d3d3eb44-4642-4877-9873-eacc52e3c9ed</guid><pubDate>Fri, 03 Jan 2025 12:00:00 GMT</pubDate></item><item><title>RavenDB Performance: 15% improvement in one line</title><description>&lt;p style="text-align:left;"&gt;RavenDB is a database, a transactional one. This means that we have to reach the disk and wait for it to complete persisting the data to stable storage before we can confirm a transaction commit. That represents a major challenge for ensuring high performance because disks are &lt;em&gt;slow&lt;/em&gt;. &lt;/p&gt;&lt;p style="text-align:left;"&gt;I&amp;rsquo;m talking about disks, which can be rate-limited cloud disks, HDD, SSDs, or even NVMe. From the perspective of the database, &lt;em&gt;all of them&lt;/em&gt;&amp;nbsp;are slow. RavenDB spends a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of time and effort making the system run fast, even though the disk is slow.&lt;/p&gt;&lt;p style="text-align:left;"&gt;An interesting problem we routinely encounter is that &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ayende.com/blog/193922-A/the-performance-regression-odyssey"&gt;our test suite would literally cause disks to fail&lt;/a&gt;&lt;/span&gt;&amp;nbsp;because we stress them beyond warranty limits. We actually keep a couple of those around, drives that have been stressed to the breaking point, because it lets us test unusual I/O patterns.&lt;/p&gt;&lt;p style="text-align:left;"&gt;We recently ran into strange benchmark results, and during the investigation, we realized we are actually running on one of those burnt-out drives. Here is what the performance looks like when writing 100K documents as fast as we can (10 active threads):&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;As you can see, there is a &lt;em&gt;huge&lt;/em&gt;&amp;nbsp;variance in the results. To understand exactly why, we need to dig a bit deeper into how RavenDB handles I/O. You can observe this in the I/O Stats tab in the RavenDB Studio:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;There are actually three separate (and concurrent) sets of I/O operations that RavenDB uses:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Blue - journal writes - unbuffered direct I/O - in the critical path for transaction performance because this is how RavenDB ensures that the D(urability) in ACID is maintained.&lt;/li&gt;&lt;li&gt;Green - flushes - where RavenDB writes the modified data to the data file (until the flush, the modifications are kept in scratch buffers).&lt;/li&gt;&lt;li&gt;Red - sync - forcing the data to reside in a persistent medium using &lt;em&gt;fsync()&lt;/em&gt;.&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;The writes to the journal (blue) are the most important ones for performance, since we must wait for them to complete successfully before we can acknowledge that the transaction was committed. The other two ensure that the data actually reached the file and that we have safely stored it.&lt;/p&gt;&lt;p style="text-align:left;"&gt;It turns out that there is an interesting interaction between those three types. Both flushes (green) and syncs (red) can run concurrently with journal writes. But on bad disks, we may end up saturating the entire I/O bandwidth for the journal writes while we are flushing or syncing. &lt;/p&gt;&lt;p style="text-align:left;"&gt;In other words, the background work will impact the system performance. That only happens when you reach the physical limits of the hardware, but it is actually quite common when running in the cloud.&lt;/p&gt;&lt;p style="text-align:left;"&gt;To handle this scenario, RavenDB does a &lt;em&gt;number&lt;/em&gt;&amp;nbsp;of what I can only describe as shenanigans. Conceptually, here is how RavenDB works:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-python'&gt;&lt;code class='line-numbers language-python'&gt;&lt;span class="token keyword"&gt;def&lt;/span&gt; &lt;span class="token function"&gt;txn_merger&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;self&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
  &lt;span class="token keyword"&gt;while&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;_running&lt;span class="token punctuation"&gt;:&lt;/span&gt;
    &lt;span class="token keyword"&gt;with&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;open_tx&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token keyword"&gt;as&lt;/span&gt; tx&lt;span class="token punctuation"&gt;:&lt;/span&gt;
      &lt;span class="token keyword"&gt;while&lt;/span&gt; tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;total_size &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; MAX_TX_SIZE &lt;span class="token keyword"&gt;and&lt;/span&gt; tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;time &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; MAX_TX_TIME&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        curOp &lt;span class="token operator"&gt;=&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;_operations&lt;span class="token punctuation"&gt;.&lt;/span&gt;take&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; curOp &lt;span class="token keyword"&gt;is&lt;/span&gt; &lt;span class="token boolean"&gt;None&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt; &lt;span class="token comment"&gt;# no more operations&lt;/span&gt;
        curOp&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token keyword"&gt;exec&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;tx&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;commit&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token comment"&gt;# here we notify the operations that we are done&lt;/span&gt;
      tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;notify_ops_completed&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea is that you submit the operation for the transaction merger, which can &lt;em&gt;significantly&lt;/em&gt;&amp;nbsp;improve the performance by merging multiple operations into a single disk write. The actual operations wait to be notified (which happens after the transaction successfully commits). &lt;/p&gt;&lt;p style="text-align:left;"&gt;If you want to know more about this, I have &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ayende.com/blog/174945/the-guts-n-glory-of-database-internals-merging-transactions"&gt;a full blog post on the topic&lt;/a&gt;&lt;/span&gt;. There is a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of code to handle all sorts of edge cases, but that is basically the story. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Notice that processing a transaction is actually composed of &lt;em&gt;two&lt;/em&gt;&amp;nbsp;steps. First, there is the execution of the transaction operations (which reside in the &lt;em&gt;_operations&lt;/em&gt;&amp;nbsp;queue), and then there is the actual &lt;em&gt;commit()&lt;/em&gt;, where we write to the disk. It is the commit portion that takes a lot of time.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is what the timeline will look like in this model:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;We execute the transaction, then wait for the disk. This means that we are unable to saturate either the disk or the CPU. That is a waste. &lt;/p&gt;&lt;p style="text-align:left;"&gt;To address that, RavenDB supports async commits (sometimes called early lock release). The idea is that while we are committing the previous transaction, we execute the &lt;em&gt;next&lt;/em&gt;&amp;nbsp;one. The code for that is something like this:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-python'&gt;&lt;code class='line-numbers language-python'&gt;&lt;span class="token keyword"&gt;def&lt;/span&gt; &lt;span class="token function"&gt;txn_merger&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;self&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
  prev_txn &lt;span class="token operator"&gt;=&lt;/span&gt; completed_txn&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token keyword"&gt;while&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;_running&lt;span class="token punctuation"&gt;:&lt;/span&gt;
    executedOps &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token keyword"&gt;with&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;open_tx&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token keyword"&gt;as&lt;/span&gt; tx&lt;span class="token punctuation"&gt;:&lt;/span&gt;
      &lt;span class="token keyword"&gt;while&lt;/span&gt; tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;total_size &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; MAX_TX_SIZE &lt;span class="token keyword"&gt;and&lt;/span&gt; tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;time &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; MAX_TX_TIME&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        curOp &lt;span class="token operator"&gt;=&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;_operations&lt;span class="token punctuation"&gt;.&lt;/span&gt;take&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; curOp &lt;span class="token keyword"&gt;is&lt;/span&gt; &lt;span class="token boolean"&gt;None&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt; &lt;span class="token comment"&gt;# no more operations&lt;/span&gt;
        executedOps&lt;span class="token punctuation"&gt;.&lt;/span&gt;append&lt;span class="token punctuation"&gt;(&lt;/span&gt;curOp&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        curOp&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token keyword"&gt;exec&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;tx&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; prev_txn&lt;span class="token punctuation"&gt;.&lt;/span&gt;completed&lt;span class="token punctuation"&gt;:&lt;/span&gt;
           &lt;span class="token keyword"&gt;break&lt;/span&gt;
      &lt;span class="token comment"&gt;# verify success of previous commit&lt;/span&gt;
      prev_txn&lt;span class="token punctuation"&gt;.&lt;/span&gt;end_commit&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
      &lt;span class="token comment"&gt;# only here we notify the operations that we are done&lt;/span&gt;
      prev_txn&lt;span class="token punctuation"&gt;.&lt;/span&gt;notify_ops_completed&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token comment"&gt;# start the commit in async manner&lt;/span&gt;
      prev_txn &lt;span class="token operator"&gt;=&lt;/span&gt; tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;begin_commit&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea is that we start writing to the disk, and while that is happening, we are already processing the operations in the &lt;em&gt;next&lt;/em&gt;&amp;nbsp;transaction. In other words, this allows both writing to the disk and executing the transaction operations to happen concurrently. Here is what this looks like:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This change has a huge impact on overall performance. Especially because it can smooth out a slow disk by allowing us to process the operations in the transactions while waiting for the disk. I wrote about &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ayende.com/blog/174946/the-guts-n-glory-of-database-internals-early-lock-release#:~:text=It%20is%20called%20early%20lock%20release.%20With%20early,we%20don%E2%80%99t%20have%20to%20tell%20it%20right%20away."&gt;this as well in the past&lt;/a&gt;&lt;/span&gt;. &lt;/p&gt;&lt;p style="text-align:left;"&gt;So far, so good, this is how RavenDB has behaved for about a decade or so. So what is the performance optimization?&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This deserves an explanation. What this piece of code does is determine whether the transaction would complete in a synchronous or asynchronous manner. It &lt;em&gt;used&lt;/em&gt;&amp;nbsp;to do that based on whether there were more operations to process in the queue. If we completed a transaction and needed to decide if to complete it asynchronously, we would check if there are additional operations in the queue (&lt;em&gt;currentOperationsCount&lt;/em&gt;).&lt;/p&gt;&lt;p style="text-align:left;"&gt;The change modifies the logic so that we complete in an async manner if we &lt;em&gt;executed&lt;/em&gt;&amp;nbsp;any operation. The change is minor but has a really important effect on the system. The idea is that if we are going to write to the disk (since we have operations to commit), we&amp;rsquo;ll always complete in an async manner, even if there are no more operations in the queue.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The change is that the &lt;em&gt;next&lt;/em&gt;&amp;nbsp;operation will start processing immediately, instead of waiting for the commit to complete and only then starting to process. It is such a small change, but it had a huge impact on the system performance. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Here you can see the effect of this change when writing 100K docs with 10 threads. We tested it on both a good disk and a bad one, and the results are really interesting. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The bad disk chokes when we push a lot of data through it (gray line), and you can see it struggling to pick up. On the same disk, using the async version (yellow line), you can see it still struggles (because eventually, you &lt;em&gt;need&lt;/em&gt;&amp;nbsp;to hit the disk), but it is able to sustain much higher numbers and complete &lt;em&gt;far&lt;/em&gt;&amp;nbsp;more quickly (the yellow line ends before the gray one).&lt;/p&gt;&lt;p style="text-align:left;"&gt;On the good disk, which is able to sustain the entire load, we are &lt;em&gt;still&lt;/em&gt;&amp;nbsp;seeing an improvement (Blue is the new version, Orange is the old one). We aren&amp;rsquo;t sure yet why the initial stage is slower (maybe just because this is the first test we ran), but even with the slower start, it was able to complete more quickly because its throughput is higher. &lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img 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"/&gt;&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/201795-A/ravendb-performance-15-improvement-in-one-line?Key=30a81479-7a92-42b0-b95b-87f63721b4a4</link><guid>http://ayende.org/blog/201795-A/ravendb-performance-15-improvement-in-one-line?Key=30a81479-7a92-42b0-b95b-87f63721b4a4</guid><pubDate>Mon, 02 Dec 2024 12:00:00 GMT</pubDate></item><item><title>Fun with bugs: Advanced Dictionary API</title><description>&lt;p style="text-align:left;"&gt;In RavenDB, we &lt;em&gt;really&lt;/em&gt;&amp;nbsp;care about performance. That means that our typical code does &lt;em&gt;not&lt;/em&gt;&amp;nbsp;follow idiomatic C# code. Instead, we make use of everything that the framework and the language give us to eke out that additional push for performance. Recently we ran into a bug that was quite puzzling. Here is a simple reproduction of the problem:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token keyword"&gt;using&lt;/span&gt; &lt;span class="token namespace"&gt;System&lt;span class="token punctuation"&gt;.&lt;/span&gt;Runtime&lt;span class="token punctuation"&gt;.&lt;/span&gt;InteropServices&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; counts &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token constructor-invocation class-name"&gt;Dictionary&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; totalKey &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;10_000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token keyword"&gt;ref&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; total &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;ref&lt;/span&gt; CollectionsMarshal&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetValueRefOrAddDefault&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;
                               counts&lt;span class="token punctuation"&gt;,&lt;/span&gt; totalKey&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token keyword"&gt;out&lt;/span&gt; _&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;4&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; key &lt;span class="token operator"&gt;=&lt;/span&gt; i &lt;span class="token operator"&gt;%&lt;/span&gt; &lt;span class="token number"&gt;32&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;ref&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; count &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;ref&lt;/span&gt; CollectionsMarshal&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetValueRefOrAddDefault&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;
                               counts&lt;span class="token punctuation"&gt;,&lt;/span&gt; key&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token keyword"&gt;out&lt;/span&gt; _&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    count&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    total&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;


Console&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;WriteLine&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;counts&lt;span class="token punctuation"&gt;[&lt;/span&gt;totalKey&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;What would you &lt;em&gt;expect&lt;/em&gt;&amp;nbsp;this code to output? We are using two important features of C# here:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Value types (in this case, an int, but the real scenario was with a struct)&lt;/li&gt;&lt;li&gt;CollectionMarshal.GetValueRefOrAddDefault()&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;The latter method is a way to avoid performing two lookups in the dictionary to get the value if it exists and then add or modify it. &lt;/p&gt;&lt;p style="text-align:left;"&gt;If you run the code above, it will output the number 2. &lt;/p&gt;&lt;p style="text-align:left;"&gt;That is &lt;em&gt;not&lt;/em&gt;&amp;nbsp;expected, but when I sat down and thought about it, it made sense.&lt;/p&gt;&lt;p style="text-align:left;"&gt;We are keeping track of the reference to a value in the dictionary, &lt;em&gt;and we are mutating&lt;/em&gt;&amp;nbsp;the dictionary.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The documentation for the method &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://learn.microsoft.com/en-us/dotnet/api/system.runtime.interopservices.collectionsmarshal.getvaluereforadddefault?view=net-8.0#system-runtime-interopservices-collectionsmarshal-getvaluereforadddefault-2(system-collections-generic-dictionary((-0-1))-0-system-boolean@)"&gt;very clearly explains that this is a Bad Idea.&lt;/a&gt;&lt;/span&gt;&amp;nbsp;It is an easy mistake to make, but still a mistake. The challenge here is figuring out &lt;em&gt;why&lt;/em&gt;&amp;nbsp;this is happening. Can you give it a minute of thought and see if you can figure it out?&lt;/p&gt;&lt;p style="text-align:left;"&gt;A dictionary is basically an array that you access using an index (computed via a hash function), that is all. So if we strip everything away, the code above can be seen as:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; buffer &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
ref &lt;span class="token keyword"&gt;var&lt;/span&gt; total &lt;span class="token operator"&gt;=&lt;/span&gt; ref &lt;span class="token keyword"&gt;var&lt;/span&gt; buffer&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;We simply have a reference to the first element in the array, that&amp;rsquo;s what this does behind the scenes. And when we insert items into the dictionary, we may need to allocate a bigger backing array for it, so this becomes:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; buffer &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
ref &lt;span class="token keyword"&gt;var&lt;/span&gt; total &lt;span class="token operator"&gt;=&lt;/span&gt; ref &lt;span class="token keyword"&gt;var&lt;/span&gt; buffer&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;var&lt;/span&gt; newBuffer &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;4&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
buffer&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;CopyTo&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;newBuffer&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
buffer &lt;span class="token operator"&gt;=&lt;/span&gt; newBuffer&lt;span class="token punctuation"&gt;;&lt;/span&gt;


total &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;var&lt;/span&gt; newTotal &lt;span class="token operator"&gt;=&lt;/span&gt; buffer&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;In other words, the &lt;em&gt;total&lt;/em&gt;&amp;nbsp;variable is pointing to the first element in the &lt;em&gt;two-element array&lt;/em&gt;, but we allocated a &lt;em&gt;new&lt;/em&gt;&amp;nbsp;array (and copied all the values). That is the reason why the code above gives the wrong result. Makes perfect sense, and yet, was quite puzzling to figure out.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/201761-C/fun-with-bugs-advanced-dictionary-api?Key=8f507241-34b2-4e31-b3f1-a31f6adbcc28</link><guid>http://ayende.org/blog/201761-C/fun-with-bugs-advanced-dictionary-api?Key=8f507241-34b2-4e31-b3f1-a31f6adbcc28</guid><pubDate>Fri, 15 Nov 2024 10:00:00 GMT</pubDate></item><item><title>Querying over the current time in RavenDB</title><description>&lt;p style="text-align: left;"&gt;We received &lt;span style="text-decoration: underline;"&gt;&lt;a style="color: inherit;" href="https://github.com/ravendb/ravendb/discussions/19327#discussioncomment-10747974"&gt;a really interesting question&lt;/a&gt;&lt;/span&gt;&amp;nbsp;from a user, which basically boils down to:&lt;/p&gt;
&lt;blockquote&gt;
&lt;p style="text-align: left;"&gt;I need to query over a time span, either known (start, end) or (start, $currentDate), and I need to be able to sort on them.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p style="text-align: left;"&gt;That might sound&amp;hellip; vague, I know. A better way to explain this is that I have a list of people, and I need to sort them by their age. That&amp;rsquo;s trivial to do since I can sort by the birthday, right? The problem is that we include some historical data, so some people are deceased.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Basically, we want to be able to get the following data, sorted by age ascending:&lt;/p&gt;
&lt;p&gt;NameBirthdayDeath&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Michael Stonebraker&lt;/td&gt;
&lt;td&gt;1943&lt;/td&gt;
&lt;td&gt;N/A&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Sir Tim Berners-Lee&lt;/td&gt;
&lt;td&gt;1955&lt;/td&gt;
&lt;td&gt;N/A&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Narges Mohammadi&lt;/td&gt;
&lt;td&gt;1972&lt;/td&gt;
&lt;td&gt;N/A&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Sir Terry Prachett&lt;/td&gt;
&lt;td&gt;1948&lt;/td&gt;
&lt;td&gt;2015&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Agatha Christie&lt;/td&gt;
&lt;td&gt;1890&lt;/td&gt;
&lt;td&gt;1976&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;This doesn&amp;rsquo;t look hard, right? I mean, all you need to do is something like:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-bash"&gt;&lt;code class="line-numbers language-bash"&gt;order by datediff&lt;span class="token punctuation"&gt;(&lt;/span&gt; coalesce&lt;span class="token punctuation"&gt;(&lt;/span&gt;Death, now&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;))&lt;/span&gt;, Birthday &lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;Easy enough, and would work &lt;em&gt;great&lt;/em&gt;&amp;nbsp;if you have a small number of items to sort. What happens if we want to sort over 10M records?&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Look at the manner in which we are ordering, that will &lt;em&gt;require&lt;/em&gt;&amp;nbsp;us to evaluate each and every record. That means we&amp;rsquo;ll have to scan through the entire list and sort it. This can be &lt;em&gt;really&lt;/em&gt;&amp;nbsp;expensive. And because we are sorting over a date (which changes), you can&amp;rsquo;t even get away with a computed field.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;RavenDB will refuse to run queries that can only work with small amounts of data but will fail as the data grows. This is part of our philosophy, saying that things should Just Work. Of course, in this case, it do&lt;em&gt;esn&amp;rsquo;t&lt;/em&gt;&amp;nbsp;work, so the question is how this aligns&amp;nbsp;with our philosophy?&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The idea is simple. If we cannot make it work in all cases, we will reject it outright. The idea is to ensure that your system is not susceptible to hidden traps. By explicitly rejecting it upfront, we make sure that you&amp;rsquo;ll have a good solution and not something that will fail as your data size grows.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;What is the appropriate behavior here, then? How can we make it work with RavenDB?&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The key issue is that we want to be able to figure out what is the value we&amp;rsquo;ll sort on &lt;em&gt;during the indexing stage&lt;/em&gt;. This is important because otherwise we&amp;rsquo;ll have to compute it across the entire dataset for &lt;em&gt;each&lt;/em&gt;&amp;nbsp;query. We can do that in RavenDB by exposing that value to the index.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;We cannot just call DateTime.Today, however. That won&amp;rsquo;t work when the day rolls over, of course. So instead, we store that value in a document config/current-date,&amp;nbsp;like so:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-json"&gt;&lt;code class="line-numbers language-json"&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt; &lt;span class="token comment"&gt;// config/current-date&lt;/span&gt;
  &lt;span class="token property"&gt;"Date"&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;"2024-10-10T00:00:00.0000000"&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;Once this is stored as a document, we can then write the following index:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-json"&gt;&lt;code class="line-numbers language-json"&gt;from p in docs.People
let end = p.Death ?? LoadDocument(&lt;span class="token string"&gt;"config/current-date"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string"&gt;"Config"&lt;/span&gt;).Date
select new
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
  Age = end - p.Birthday 
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;And then query it using:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-bash"&gt;&lt;code class="line-numbers language-bash"&gt;from index &lt;span class="token string"&gt;'People/WithAge'&lt;/span&gt;
order by Age desc&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;That works beautifully, of course, until the next day. What happens then? Well, we&amp;rsquo;ll need to schedule an update to the config/current-date&amp;nbsp;document to correct the date.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;At that point, because there is an association created between all the documents that loaded the current date, the indexing engine in RavenDB will go and re-index them. The idea is that at any given point in time, we have already computed the value, and can run &lt;em&gt;really&lt;/em&gt;&amp;nbsp;quick queries and sort on it.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;When you update the configuration document, it is a signal that we need to re-index the referencing documents. RavenDB is good at knowing how to do that on a streaming basis, so it won&amp;rsquo;t need to do a huge amount of work all at once.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;You&amp;rsquo;ll also note that we only load the configuration document if we &lt;em&gt;don&amp;rsquo;t&lt;/em&gt;&amp;nbsp;have an end date. So the deceased people&amp;rsquo;s records will not be affected or require re-indexing.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;In short, we can benefit from querying over the age without incurring query time costs and can defer those costs to background indexing time. The downside is that we need to set up a cron job to make it happen, but that isn&amp;rsquo;t too big a task, I think.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;You can utilize similar setups for other scenarios where you need to query over changing values. The performance benefits here are enormous. And what is more interesting, even if you have a huge amount of data, this approach will just keep on ticking and deliver great results at very low latencies.&lt;/p&gt;</description><link>http://ayende.org/blog/201729-B/querying-over-the-current-time-in-ravendb?Key=d39c0afe-76fe-4911-81d6-1d3e3b73f23d</link><guid>http://ayende.org/blog/201729-B/querying-over-the-current-time-in-ravendb?Key=d39c0afe-76fe-4911-81d6-1d3e3b73f23d</guid><pubDate>Fri, 11 Oct 2024 12:00:00 GMT</pubDate></item><item><title>RavenDB 6.2 release</title><description>&lt;p style="text-align:left;"&gt;It has been almost a year since the release of RavenDB 6.0. The highlights of the 6.0 release were Corax (a new blazing-fast indexing engine) and Sharding (server-side and simple to operate at scale). We made 10 stable releases in the 6.0.x line since then, mostly focused on performance, stability, and minor features.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The new RavenDB 6.2 release is now out and it has a &lt;em&gt;bunch &lt;/em&gt;of new features for you to play with and explore. The team has been working on a wide range of new features, from enabling serverless triggers to quality-of-life improvements for operations teams. &lt;/p&gt;&lt;h3 style="color:#434343;text-align:left;"&gt;RavenDB 6.2 is a Long Term Support (LTS) release&lt;/h3&gt;&lt;blockquote&gt;&lt;p style="text-align:left;"&gt;RavenDB 6.2 is a Long Term Support release, replacing the current 5.4 LTS (released in 2022). That means that we&amp;rsquo;ll support RavenDB 5.4 until Oct 2025, and we strongly encourage all users to upgrade to RavenDB 6.2 at their earliest convenience.&lt;/p&gt;&lt;/blockquote&gt;&lt;p style="text-align:left;"&gt;You can get the new RavenDB 6.2 bits on &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/download"&gt;the download page&lt;/a&gt;&lt;/span&gt;. If you are running in the cloud, you can open a support request and ask to be upgraded to the new release. &lt;/p&gt;&lt;h2 style="text-align:left;"&gt;Data sovereignty and geo-distribution via Prefixed Sharding&lt;/h2&gt;&lt;p style="text-align:left;"&gt;In RavenDB 6.2 we introduced a &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix"&gt;seemingly simple change&lt;/a&gt;&lt;/span&gt;&amp;nbsp;to the way RavenDB handles sharding, with profound implications for what you can do with it. &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix"&gt;Prefixed sharding&lt;/a&gt;&lt;/span&gt;&amp;nbsp;allows you to define which shards a particular set of documents will go to. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is a simple example:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;In this case, data for users in the US will reside in shards 0 &amp;amp; 1, while the EU data is limited to shards 2 &amp;amp; 3. The data from Asia is spread over shards 0, 2, &amp;amp; 4. &amp;nbsp;You can then assign those shards to specific nodes in a particular geographic region, and with that, you are done. &lt;/p&gt;&lt;p style="text-align:left;"&gt;RavenDB will ensure that documents will stay only in their assigned location, handling data sovereignty issues for you. In the same manner, you get to geographically split the data so you can have a single world-spanning database while issuing mostly local queries.&lt;/p&gt;&lt;p style="text-align:left;"&gt;You can read more about this feature and its impact in &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix"&gt;the documentation&lt;/a&gt;&lt;/span&gt;.&lt;/p&gt;&lt;h1 style="text-align:left;"&gt;Actors architecture with Akka.NET&lt;/h1&gt;&lt;p style="text-align:left;"&gt;New in RavenDB 6.2 is the &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/articles/using-ravendb-persistence-in-an-akka-net-application"&gt;integration of RavenDB with Akka.NET&lt;/a&gt;&lt;/span&gt;. The idea is to allow you to easily manage state persistence of distributed actors in RavenDB. You&amp;rsquo;ll get both the benefit of the actor model via Akka.NET, simplifying parallelism and concurrency, while at the same time freeing yourself from persistence and high availability concerns thanks to RavenDB.&lt;/p&gt;&lt;p style="text-align:left;"&gt;We have an article out discussing &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/articles/using-ravendb-persistence-in-an-akka-net-application"&gt;how you use RavenDB &amp;amp; Akka.NET&lt;/a&gt;&lt;/span&gt;,&amp;nbsp;and if you are into that sort of thing, there is also a &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/articles/notes-from-integrating-ravendb-with-akka-net-persistence"&gt;detailed set of notes covering the actual implementation&lt;/a&gt;&lt;/span&gt;&amp;nbsp;and the challenges involved.&lt;/p&gt;&lt;h2 style="text-align:left;"&gt;Azure Functions integration with ETL to Azure Queues&lt;/h2&gt;&lt;p style="text-align:left;"&gt;This is the sort of feature with hidden depths. &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/ongoing-tasks/etl/queue-etl/azure-queue"&gt;ETL to Azure Queue Storage&lt;/a&gt;&lt;/span&gt;&amp;nbsp;is fairly simple on the surface, it allows you to push data using RavenDB&amp;rsquo;s usual ETL mechanisms to Azure Queues. At a glance, this looks like a simple extension of our already existing capabilities with queues (ETL to Kafka or RabbitMQ). &lt;/p&gt;&lt;p style="text-align:left;"&gt;The reason that this is a top-line feature is that it also enables a very interesting scenario. You can now seamlessly integrate Azure Functions into your RavenDB data pipeline using this feature. &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/articles/using-azure-queue-storage-etl-to-process-ravendb-documents-in-a-serverless-manner"&gt;We have an article out that walks you through setting up Azure Functions to process data from RavenDB&lt;/a&gt;&lt;/span&gt;.&lt;/p&gt;&lt;h2 style="text-align:left;"&gt;OpenTelemetry integration&lt;/h2&gt;&lt;p style="text-align:left;"&gt;In RavenDB 6.2 we have added support for the OpenTelemetry framework. This allows your operations team to more easily integrate RavenDB into your infrastructure. You can read &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/open-telemetry"&gt;more about how to set up OpenTelemetry for your RavenDB cluster in the documentation&lt;/a&gt;&lt;/span&gt;.&lt;/p&gt;&lt;p style="text-align:left;"&gt;OpenTelemetry integration is in addition to &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/prometheus"&gt;Prometheus&lt;/a&gt;&lt;/span&gt;, &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/telegraf"&gt;Telegraf&lt;/a&gt;&lt;/span&gt;,&amp;nbsp;and &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/SNMP/snmp"&gt;SNMP&lt;/a&gt;&lt;/span&gt;&amp;nbsp;telemetry solutions that are already in RavenDB. You can pick any of them to monitor and inspect the state of RavenDB. &lt;/p&gt;&lt;h2 style="text-align:left;"&gt;Studio Omni-Search&lt;/h2&gt;&lt;p style="text-align:left;"&gt;We made some nice improvements to RavenDB Studio as well, and probably the most visible of those is the Omni-Search feature. &amp;nbsp;You can now hit Ctrl+K in the Studio and just search across &lt;em&gt;everything&lt;/em&gt;:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Commands in the Studio&lt;/li&gt;&lt;li&gt;Documents&lt;/li&gt;&lt;li&gt;Indexes&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;&lt;img 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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This feature greatly enhances the discoverability of features in RavenDB as well as makes it a joy for those of us (myself included) who love to keep our hands on the keyboard.&lt;/p&gt;&lt;h3 style="color:#434343;text-align:left;"&gt;Summary&lt;/h3&gt;&lt;p style="text-align:left;"&gt;I&amp;rsquo;m really happy about this release. It follows a predictable and stable release cadence since the release of 6.0 a year ago. The new release adds a whole bunch of new features and capabilities, and it can be upgraded in place (including cross-version clusters) and deployed to production with no hassles.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Looking forward, we have already started work on the next version of RavenDB, tentatively meant to be 7.0. We have some cool ideas about what will go into that release (check the &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/about/roadmap"&gt;roadmap&lt;/a&gt;&lt;/span&gt;), but the key feature is likely to make RavenDB a more intelligent database, one might even say, artificially so.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/201697-B/ravendb-6-2-release?Key=3fc21f8e-8e84-4868-a4fe-74fd0a515c5c</link><guid>http://ayende.org/blog/201697-B/ravendb-6-2-release?Key=3fc21f8e-8e84-4868-a4fe-74fd0a515c5c</guid><pubDate>Wed, 18 Sep 2024 12:00:00 GMT</pubDate></item><item><title>Seeing the results of Corax in production</title><description>&lt;p&gt;Corax was released just under a year ago, and we are seeing more customers deploying that to production. During a call with a customer, we noticed the following detail:&lt;/p&gt;&lt;p&gt;&lt;a href="https://ayende.com/blog/Images/Open-Live-Writer/Seeing-the-results-of-Corax-in-productio_D60D/image_2.png"&gt;&lt;img width="900" height="226" title="image" style="margin: 0px; border: 0px currentcolor; border-image: none; display: inline; background-image: none;" alt="image" src="https://ayende.com/blog/Images/Open-Live-Writer/Seeing-the-results-of-Corax-in-productio_D60D/image_thumb.png" border="0"&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Let me explain what we are seeing here. The two indexes are the same, operating on the same set of documents. The only difference between those indexes is the indexing engine.&lt;/p&gt;&lt;p&gt;What is really amazing here is that Corax is able to index in 3:21 minutes what Lucene takes 17:15 minutes to index. In other words, Corax is &lt;em&gt;more than 5 times faster&lt;/em&gt; than Lucene in a real world scenario.&lt;/p&gt;&lt;p&gt;And these news make me &lt;em&gt;very&lt;/em&gt; happy.&lt;/p&gt;</description><link>http://ayende.org/blog/201633-A/seeing-the-results-of-corax-in-production?Key=b89c4aac-27e1-48e7-b8b9-631de8b2c513</link><guid>http://ayende.org/blog/201633-A/seeing-the-results-of-corax-in-production?Key=b89c4aac-27e1-48e7-b8b9-631de8b2c513</guid><pubDate>Wed, 28 Aug 2024 12:00:00 GMT</pubDate></item><item><title>Optimizing old code: StreamBitArray refactoring</title><description>&lt;p style="text-align:left;"&gt;RavenDB is a pretty old codebase, hitting 15+ years in production recently. In order to keep it alive &amp;amp; well, we make sure to follow the rule of always leaving the code in a better shape than we found it. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Today&amp;rsquo;s tale is about the &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://github.com/ravendb/ravendb/blame/ceb5e9cfa53c8ba93d872a97bbda8250b0417c65/src/Voron/Impl/FreeSpace/StreamBitArray.cs"&gt;StreamBitArray&lt;/a&gt;&lt;/span&gt;&amp;nbsp;class, deep in the guts of Voron, RavenDB&amp;rsquo;s storage engine. The class itself isn&amp;rsquo;t really that interesting, it is just an implementation of a Bit Array that we have for a bitmap. We wrote it (based on Mono&amp;rsquo;s code, it looks like) very early in the history of RavenDB and have never really touched it since.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The last time anyone touched it was 5 years ago (fixing the namespace), 7 years ago we created an issue from a TODO comment, etc. Most of the code dates back to 2013, actually. And even then it was moved from a different branch, so we lost the &lt;em&gt;really &lt;/em&gt;old history. &lt;/p&gt;&lt;p style="text-align:left;"&gt;To be clear, that class &lt;em&gt;did a full tour of duty. &lt;/em&gt;For over a decade, it has served us very well. We never found a reason to change it, never got a trace of it in the profiler, etc. As we chip away at various hurdles inside RavenDB, I ran into this class and really looked at it with modern sensibilities. I think that this makes a great test case for code refactoring from the old style to our modern one.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is what the class looks like:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Already, we can see several things that really bug me. That class is only used in one context, to manage the free pages bitmap for Voron. That means we create it whenever Voron frees a page. That can happen a lot, as you might imagine. &lt;/p&gt;&lt;p style="text-align:left;"&gt;A single bitmap here covers 2048 pages, so when we create an instance of this class we also allocate an array with 64 ints. In other words, we need to allocate 312 bytes for each page we free. That isn&amp;rsquo;t fun, and it actually gets worse. Here is a typical example of using this class:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-go'&gt;&lt;code class='line-numbers language-go'&gt;using &lt;span class="token punctuation"&gt;(&lt;/span&gt;freeSpaceTree&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Read&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;section&lt;span class="token punctuation"&gt;,&lt;/span&gt; out Slice result&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    sba &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token operator"&gt;!&lt;/span&gt;result&lt;span class="token punctuation"&gt;.&lt;/span&gt;HasValue ? 
              &lt;span class="token builtin"&gt;new&lt;/span&gt; &lt;span class="token function"&gt;StreamBitArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;:&lt;/span&gt; 
              &lt;span class="token builtin"&gt;new&lt;/span&gt; &lt;span class="token function"&gt;StreamBitArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;result&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;CreateReader&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;
sba&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Set&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token builtin"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;pageNumber &lt;span class="token operator"&gt;%&lt;/span&gt; NumberOfPagesInSection&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
using &lt;span class="token punctuation"&gt;(&lt;/span&gt;sba&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToSlice&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;Allocator&lt;span class="token punctuation"&gt;,&lt;/span&gt; out Slice val&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    freeSpaceTree&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;section&lt;span class="token punctuation"&gt;,&lt;/span&gt; val&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;And inside the ToSlice()&amp;nbsp;call, we have:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-dart'&gt;&lt;code class='line-numbers language-dart'&gt;public &lt;span class="token class-name"&gt;ByteStringContext.InternalScope&lt;/span&gt; &lt;span class="token class-name"&gt;ToSlice&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;ByteStringContext&lt;/span&gt; context&lt;span class="token punctuation"&gt;,&lt;/span&gt;
&lt;span class="token class-name"&gt;ByteStringType&lt;/span&gt; type&lt;span class="token punctuation"&gt;,&lt;/span&gt; out &lt;span class="token class-name"&gt;Slice&lt;/span&gt; str&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; buffer &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;ToBuffer&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; scope &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;context&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;From&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;buffer&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;buffer&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;Length&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; 
type&lt;span class="token punctuation"&gt;,&lt;/span&gt; out &lt;span class="token class-name"&gt;ByteString&lt;/span&gt; byteString&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    str &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Slice&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;byteString&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;return&lt;/span&gt; scope&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;


private unsafe byte&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token class-name"&gt;ToBuffer&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; tmpBuffer &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; byte&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_inner&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length &lt;span class="token operator"&gt;+&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token operator"&gt;*&lt;/span&gt;sizeof &lt;span class="token punctuation"&gt;(&lt;/span&gt;int&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    unsafe
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        fixed &lt;span class="token punctuation"&gt;(&lt;/span&gt;int&lt;span class="token operator"&gt;*&lt;/span&gt; src &lt;span class="token operator"&gt;=&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        fixed &lt;span class="token punctuation"&gt;(&lt;/span&gt;byte&lt;span class="token operator"&gt;*&lt;/span&gt; dest &lt;span class="token operator"&gt;=&lt;/span&gt; tmpBuffer&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            &lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;int&lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; dest &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;SetCount&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            &lt;span class="token class-name"&gt;Memory.Copy&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;dest &lt;span class="token operator"&gt;+&lt;/span&gt; sizeof &lt;span class="token punctuation"&gt;(&lt;/span&gt;int&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;byte&lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; src&lt;span class="token punctuation"&gt;,&lt;/span&gt; 
                                             &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;tmpBuffer&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;Length&lt;/span&gt; &lt;span class="token operator"&gt;-&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token keyword"&gt;return&lt;/span&gt; tmpBuffer&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;In other words, ToSlice()&amp;nbsp;calls ToBuffer(), which allocates an array of bytes (288 bytes are allocated here), copies the data from the inner buffer to a new one (using fixed&amp;nbsp;on the two arrays, which is a performance issue all in itself) and then calls a method to do the actual copy. Then in ToSlice()&amp;nbsp;itself we allocate it &lt;em&gt;again&lt;/em&gt;&amp;nbsp;in native memory, which we then write to Voron, and then discard the whole thing. &lt;/p&gt;&lt;p style="text-align:left;"&gt;In short, somehow it turns out that freeing a page in Voron costs us ~1KB of memory allocations. That sucks, I have to say. And the only reasoning I have for this code is that it is old. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is the constructor for this class as well:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token function"&gt;StreamBitArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;ValueReader&lt;/span&gt; reader&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    SetCount &lt;span class="token operator"&gt;=&lt;/span&gt; reader&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ReadLittleEndianInt32&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;unsafe&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;fixed&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;span class="token operator"&gt;*&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            &lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; read &lt;span class="token operator"&gt;=&lt;/span&gt; reader&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Read&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;byte&lt;/span&gt;&lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;i&lt;span class="token punctuation"&gt;,&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token keyword"&gt;sizeof&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token type-expression class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;read &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token keyword"&gt;sizeof&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token type-expression class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                &lt;span class="token keyword"&gt;throw&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token constructor-invocation class-name"&gt;EndOfStreamException&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This accepts a reader to a piece of memory and does a &lt;em&gt;bunch&lt;/em&gt;&amp;nbsp;of things. It calls a few methods, uses fixed on the array, etc., all to get the data from the reader to the class. That is horribly inefficient. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Let&amp;rsquo;s write it from scratch and see what we can do. The first thing to notice is that this is a very short-lived class, it is only used inside methods and never held for long. This usage pattern tells me that it is a good candidate to be made into a struct, and as long as we do that, we might as well fix the allocation of the array as well. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Note that I have a hard constraint, I cannot change the structure of the data on disk for backward compatibility reasons. So only in-memory changes are allowed. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is my first attempt at refactoring the code:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-rust'&gt;&lt;code class='line-numbers language-rust'&gt;public &lt;span class="token keyword"&gt;unsafe&lt;/span&gt; &lt;span class="token keyword"&gt;struct&lt;/span&gt; &lt;span class="token type-definition class-name"&gt;StreamBitArray&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    private fixed uint _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;64&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    public int &lt;span class="token class-name"&gt;SetCount&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


     public &lt;span class="token class-name"&gt;StreamBitArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
     &lt;span class="token punctuation"&gt;{&lt;/span&gt;
         &lt;span class="token class-name"&gt;SetCount&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;8&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;16&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;24&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;32&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;40&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;48&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;56&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
     &lt;span class="token punctuation"&gt;}&lt;/span&gt;


     public &lt;span class="token class-name"&gt;StreamBitArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;byte&lt;span class="token operator"&gt;*&lt;/span&gt; ptr&lt;span class="token punctuation"&gt;)&lt;/span&gt;
     &lt;span class="token punctuation"&gt;{&lt;/span&gt;
         var ints &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;uint&lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;ptr&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;SetCount&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token operator"&gt;*&lt;/span&gt;ints&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var a &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var b &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;9&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var c &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;17&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var d &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;25&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var e &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;33&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var f &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;41&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var g &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;49&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var h &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;57&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


         a&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         b&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;8&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         c&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;16&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         d&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;24&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         e&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;32&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         f&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;40&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         g&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;48&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         h&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;56&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
     &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;That looks like a lot of code, but let&amp;rsquo;s see what changes I brought to bear here. &lt;/p&gt;&lt;ul&gt;&lt;li&gt;Using a struct instead of a class saves us an allocation.&lt;/li&gt;&lt;li&gt;Using a fixed array means that we don&amp;rsquo;t have a separate allocation for the buffer.&lt;/li&gt;&lt;li&gt;Using [SkipLocalsInit]&amp;nbsp;means that we ask the JIT &lt;em&gt;not&lt;/em&gt;&amp;nbsp;to zero the struct. We do that directly in the default constructor.&lt;/li&gt;&lt;li&gt;We are loading the data from the ptr&amp;nbsp;in the second constructor directly.&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;The fact that this is a struct and using a fixed array means that we can create a new instance of this without any allocations, we just need 260 bytes of stack space (the 288 we previously allocated also included object headers).&lt;/p&gt;&lt;p style="text-align:left;"&gt;Let&amp;rsquo;s look at the actual machine code that these two constructors generate. Looking at the default constructor, we have:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-yaml'&gt;&lt;code class='line-numbers language-yaml'&gt;StreamBitArray..ctor()
    &lt;span class="token key atrule"&gt;L0000&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; push ebp
    &lt;span class="token key atrule"&gt;L0001&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov ebp&lt;span class="token punctuation"&gt;,&lt;/span&gt; esp
    &lt;span class="token key atrule"&gt;L0003&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0006&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; xor eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; eax
    &lt;span class="token key atrule"&gt;L0008&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x100&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; eax
    &lt;span class="token key atrule"&gt;L000e&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vxorps ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0012&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0016&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x20&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L001b&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x40&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0020&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x60&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0025&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x80&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L002d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xa0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0035&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xc0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L003d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xe0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0045&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0048&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; pop ebp
    &lt;span class="token key atrule"&gt;L0049&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; ret&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;There is the function prolog and epilog, but the code of this method uses 4 256-bit instructions to zero the buffer. If we were to let the JIT handle this, it would use 128-bit instructions and a loop to do it. In this case, our way is better, because we know more than the JIT.&lt;/p&gt;&lt;p style="text-align:left;"&gt;As for the constructor accepting an external pointer, here is what this translates into:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-yaml'&gt;&lt;code class='line-numbers language-yaml'&gt;StreamBitArray..ctor(Byte&lt;span class="token important"&gt;*)&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0000&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; push ebp
    &lt;span class="token key atrule"&gt;L0001&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov ebp&lt;span class="token punctuation"&gt;,&lt;/span&gt; esp
    &lt;span class="token key atrule"&gt;L0003&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0006&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0008&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x100&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; eax
    &lt;span class="token key atrule"&gt;L000e&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+4&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0013&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm1&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0x24&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0018&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm2&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0x44&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L001d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm3&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0x64&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0022&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm4&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0x84&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L002a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm5&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0xa4&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0032&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm6&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0xc4&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L003a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm7&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0xe4&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0042&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0046&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x20&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm1
    &lt;span class="token key atrule"&gt;L004b&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x40&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm2
    &lt;span class="token key atrule"&gt;L0050&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x60&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm3
    &lt;span class="token key atrule"&gt;L0055&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x80&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm4
    &lt;span class="token key atrule"&gt;L005d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xa0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm5
    &lt;span class="token key atrule"&gt;L0065&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xc0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm6
    &lt;span class="token key atrule"&gt;L006d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xe0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm7
    &lt;span class="token key atrule"&gt;L0075&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0078&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; pop ebp
    &lt;span class="token key atrule"&gt;L0079&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; ret&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This code is &lt;em&gt;exciting&lt;/em&gt;&amp;nbsp;to me because we are also allowing instruction-level parallelism. We effectively allow the CPU to execute all the operations of reading and writing in parallel. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Next on the chopping block is this method:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token return-type class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; &lt;span class="token function"&gt;FirstSetBit&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;_inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token keyword"&gt;continue&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;return&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;5&lt;/span&gt; &lt;span class="token operator"&gt;|&lt;/span&gt; &lt;span class="token function"&gt;HighestBitSet&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token keyword"&gt;return&lt;/span&gt; &lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;


&lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;static&lt;/span&gt; &lt;span class="token return-type class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; &lt;span class="token function"&gt;HighestBitSet&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; v&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;


    v &lt;span class="token operator"&gt;|=&lt;/span&gt; v &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; &lt;span class="token comment"&gt;// first round down to one less than a power of 2 &lt;/span&gt;
    v &lt;span class="token operator"&gt;|=&lt;/span&gt; v &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    v &lt;span class="token operator"&gt;|=&lt;/span&gt; v &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;4&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    v &lt;span class="token operator"&gt;|=&lt;/span&gt; v &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;8&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    v &lt;span class="token operator"&gt;|=&lt;/span&gt; v &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;16&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;return&lt;/span&gt; MultiplyDeBruijnBitPosition&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;uint&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;v &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token number"&gt;0x07C4ACDDU&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;27&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;We are using vector instructions to scan 8 ints at a time, trying to find the first one that is set. Then we find the right int and locate the first set bit &lt;em&gt;there&lt;/em&gt;. Here is what the assembly looks like:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-yaml'&gt;&lt;code class='line-numbers language-yaml'&gt;StreamBitArray.FirstSetBit()
    &lt;span class="token key atrule"&gt;L0000&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; push ebp
    &lt;span class="token key atrule"&gt;L0001&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov ebp&lt;span class="token punctuation"&gt;,&lt;/span&gt; esp
    &lt;span class="token key atrule"&gt;L0003&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0006&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; xor edx&lt;span class="token punctuation"&gt;,&lt;/span&gt; edx
    &lt;span class="token key atrule"&gt;L0008&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; cmp &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; cl
    &lt;span class="token key atrule"&gt;L000a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+edx&lt;span class="token important"&gt;*4&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L000f&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vxorps ymm1&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm1&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm1
    &lt;span class="token key atrule"&gt;L0013&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vpcmpud k1&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm1&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;6&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L001a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vpmovm2d ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; k1
    &lt;span class="token key atrule"&gt;L0020&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vptest ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0025&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; jne short L0039
    &lt;span class="token key atrule"&gt;L0027&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; add edx&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;8&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L002a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; cmp edx&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;0x40&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L002d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; jl short L000a
    &lt;span class="token key atrule"&gt;L002f&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;0xffffffff&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0034&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0037&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; pop ebp
    &lt;span class="token key atrule"&gt;L0038&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; ret
    &lt;span class="token key atrule"&gt;L0039&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovmskps eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L003d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; tzcnt eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; eax
    &lt;span class="token key atrule"&gt;L0041&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; add eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; edx
    &lt;span class="token key atrule"&gt;L0043&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; xor edx&lt;span class="token punctuation"&gt;,&lt;/span&gt; edx
    &lt;span class="token key atrule"&gt;L0045&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; tzcnt edx&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+eax&lt;span class="token important"&gt;*4&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L004a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; shl eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;5&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L004d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; add eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; edx
    &lt;span class="token key atrule"&gt;L004f&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0052&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; pop ebp
    &lt;span class="token key atrule"&gt;L0053&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; ret&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;In short, the code is simpler, shorter, and more explicit about what it is doing. The machine code that is running there is &lt;em&gt;much&lt;/em&gt;&amp;nbsp;tighter. And I don&amp;rsquo;t have allocations galore. &lt;/p&gt;&lt;p style="text-align:left;"&gt;This particular optimization isn&amp;rsquo;t about showing better numbers in a specific scenario that I can point to. I don&amp;rsquo;t think we ever delete enough pages to actually see this in a profiler output in such an obvious way. The goal is to reduce allocations and give the GC less work to do, which has a global impact on the performance of the system.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/201601-A/optimizing-old-code-streambitarray-refactoring?Key=3620c293-cb23-48b8-bb06-df1576cea427</link><guid>http://ayende.org/blog/201601-A/optimizing-old-code-streambitarray-refactoring?Key=3620c293-cb23-48b8-bb06-df1576cea427</guid><pubDate>Fri, 16 Aug 2024 12:00:00 GMT</pubDate></item><item><title>Improving RavenDB's Node.js bulk insert performance</title><description>&lt;p style="text-align:left;"&gt;During a performance evaluation internally, we ran into a strange situation. Our bulk insert performance using the node.js API was &lt;em&gt;significantly&lt;/em&gt;&amp;nbsp;worse than the performance of other clients. In particular, when we compared that to the C# version, we saw that the numbers were &lt;em&gt;significantly&lt;/em&gt;&amp;nbsp;worse than expected.&lt;/p&gt;&lt;p style="text-align:left;"&gt;To be fair, this comparison is made between our C# client, which has been through the &lt;em&gt;wringer&lt;/em&gt;&amp;nbsp;in terms of optimization and attention to performance, and the Node.js client. The focus of the Node.js client was on correctness and usability. &lt;/p&gt;&lt;p style="text-align:left;"&gt;It isn&amp;rsquo;t fair to expect the same performance from Node.js and C#, after all. However, that difference in performance was annoying enough to make us take a deeper look into what was going on.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is the relevant code:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;const&lt;/span&gt; store &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;DocumentStore&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;'http://localhost:8080'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string"&gt;'bulk'&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


store&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;initialize&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token keyword"&gt;const&lt;/span&gt; bulk &lt;span class="token operator"&gt;=&lt;/span&gt; store&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;bulkInsert&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;let&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;100_000_000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;await&lt;/span&gt; bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;store&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;User&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;'user'&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; i&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token keyword"&gt;await&lt;/span&gt; bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;finish&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;As you can see, the Node.js numbers are &lt;em&gt;respectable&lt;/em&gt;. Running at a rate of over 85,000 writes per second is nothing to sneeze at.&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;But I also ran the exact same test with the C# client, and I got annoyed. The C# client was able to hit close to 100,000 &lt;em&gt;more&lt;/em&gt;&amp;nbsp;writes per second than the Node.js client. And in both cases, the actual limit was on the client side, not on the server side. &lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;For fun, I ran a few clients and hit 250,000 writes/second without really doing much. The last time we properly tested ingest performance for RavenDB we achieved 150,000 writes/second. So it certainly looks like we are performing significantly better.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Going back to the Node.js version, I wanted to know what exactly was the problem that we had there. Why are we so much slower than the C# version? It&amp;rsquo;s possible that this is just the limits of the node.js platform, but you &lt;em&gt;gotta &lt;/em&gt;check to know. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Node.js has an --inspect flag that you can use, and Chrome has a built-in profiler (&lt;span style="color:#2c3437;"&gt;chrome://inspect) &lt;/span&gt;that can plug into that. Using the DevTools, you can get a performance profile of a Node.js process.&lt;/p&gt;&lt;p style="text-align:left;"&gt;I did just that and go the following numbers:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img 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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;That is&amp;hellip; curious. &lt;em&gt;Really&lt;/em&gt;&amp;nbsp;curious, isn&amp;rsquo;t it?&lt;/p&gt;&lt;p style="text-align:left;"&gt;Basically, none of my code appears here &lt;em&gt;at&lt;/em&gt;&amp;nbsp;all, most of the time is spent dealing with the async machinery. If you look at the code above, you can see that we are issuing an await&amp;nbsp;for each document stored. &amp;nbsp;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea with bulk insert is that under the covers, we split the writing to an in-memory buffer and the flushing of the buffer to the network. In the vast majority of cases, we&amp;rsquo;ll &lt;em&gt;not&lt;/em&gt;&amp;nbsp;do any async operations in the store()&amp;nbsp;call. If the buffer is full, we&amp;rsquo;ll need to flush it to the network, and that may force us to do an actual await&amp;nbsp;operation. In Node.js, awaiting an async function that doesn&amp;rsquo;t actually perform any async operation appears to be &lt;em&gt;super&lt;/em&gt;&amp;nbsp;expensive.&lt;/p&gt;&lt;p style="text-align:left;"&gt;We threw around a bunch of ideas on how to resolve this issue. The problem is that Node.js has no equivalent to C#&amp;rsquo;s ValueTask.&amp;nbsp;We also have a lot of existing code out there in the field that we must remain compatible with.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Our solution to this dilemma was to add another function that you can call, like so:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;let&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;100_000_000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;const&lt;/span&gt; user &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;User&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;'user'&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; i&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;const&lt;/span&gt; id &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token string"&gt;"users/"&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; i&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;tryStoreSync&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;user&lt;span class="token punctuation"&gt;,&lt;/span&gt; id&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token boolean"&gt;false&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;await&lt;/span&gt; bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;store&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;user&lt;span class="token punctuation"&gt;,&lt;/span&gt; id&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea is that if you call tryStoreSync()&amp;nbsp;we&amp;rsquo;ll try to do everything in memory, but it may not be possible (e.g. if we need to flush the buffer). In that case, you&amp;rsquo;ll need to call the async function store()&amp;nbsp;explicitly. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Given that the usual reason for using the dedicated API for bulk insert is performance, this looks like a reasonable thing to ask. Especially when you can see the actual performance results. We are talking about over 55%&lt;strong&gt;(!!!)&lt;/strong&gt;&amp;nbsp;improvement in the performance of bulk insert.&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;It gets even better. That was just the mechanical fix to avoid generating a promise per operation. While we are addressing this performance issue, there are a few other low-hanging fruits that could improve the bulk insert performance in Node.js. &lt;/p&gt;&lt;p style="text-align:left;"&gt;For example, it turns out that we pay a hefty cost to generate the metadata for all those documents (runtime reflection cost, mostly). We can generate it &lt;em&gt;once&lt;/em&gt;&amp;nbsp;and be done with it, like so:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;const&lt;/span&gt; bulk &lt;span class="token operator"&gt;=&lt;/span&gt; store&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;bulkInsert&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;const&lt;/span&gt; metadata &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token string-property property"&gt;"@collection"&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;"Users"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
    &lt;span class="token string-property property"&gt;"Raven-Node-Type"&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;"User"&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;let&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;100_000_000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;const&lt;/span&gt; user &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;User&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;'user'&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; i&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;const&lt;/span&gt; id &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token string"&gt;"users/"&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; i&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;tryStoreSync&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;user&lt;span class="token punctuation"&gt;,&lt;/span&gt; id&lt;span class="token punctuation"&gt;,&lt;/span&gt; metadata&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token boolean"&gt;false&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;await&lt;/span&gt; bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;store&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;user&lt;span class="token punctuation"&gt;,&lt;/span&gt; id&lt;span class="token punctuation"&gt;,&lt;/span&gt; metadata&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token keyword"&gt;await&lt;/span&gt; bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;finish&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;And this code in particular gives us:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;That is basically near enough to the C#&amp;rsquo;s speed that I don&amp;rsquo;t think we &lt;em&gt;need&lt;/em&gt;&amp;nbsp;to pay more attention to performance. Overall, that was time very well spent in making things go &lt;em&gt;fast&lt;/em&gt;.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/201569-A/improving-ravendbs-node-js-bulk-insert-performance?Key=77afcb92-876b-45b3-99da-17adb2630100</link><guid>http://ayende.org/blog/201569-A/improving-ravendbs-node-js-bulk-insert-performance?Key=77afcb92-876b-45b3-99da-17adb2630100</guid><pubDate>Thu, 08 Aug 2024 12:00:00 GMT</pubDate></item><item><title> Cloned Dictionary vs. Immutable Dictionary vs. Frozen Dictionary in high traffic systems</title><description>&lt;p style="text-align:left;"&gt;In my &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ayende.com/blog/201281-B/challenge-efficient-snapshotable-state?key=352251b097cd4fbda04a3e274ffdc2f0"&gt;previous post&lt;/a&gt;&lt;/span&gt;, I explained what we are trying to do. Create a way to carry a dictionary between transactions in RavenDB, allowing one write transaction to modify it while all other read transactions only observe the state of the dictionary as it was at the publication time.&lt;/p&gt;&lt;p style="text-align:left;"&gt;I want to show a couple of ways I tried solving this problem using the built-in tools in the Base Class Library. Here is roughly what I&amp;rsquo;m trying to do:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;IEnumerable&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;object&lt;span class="token operator"&gt;&gt;&lt;/span&gt; &lt;span class="token function"&gt;SingleDictionary&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; dic &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Dictionary&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;long&lt;span class="token punctuation"&gt;,&lt;/span&gt; object&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; random &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Random&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;932&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; v &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;object&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token comment"&gt;// number of transactions&lt;/span&gt;
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; txCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; txCount &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;1000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; txCount&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token comment"&gt;// operations in transaction&lt;/span&gt;
        &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int opCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; opCount &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;10_000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; opCount&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            dic&lt;span class="token punctuation"&gt;[&lt;/span&gt;random&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;NextInt64&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; v&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        &lt;span class="token keyword"&gt;yield&lt;/span&gt; &lt;span class="token keyword"&gt;return&lt;/span&gt; dic&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;span class="token comment"&gt;// publish the dictionary&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;As you can see, we are running a thousand transactions, each of which performs 10,000 operations. We &amp;ldquo;publish&amp;rdquo; the state of the transaction after each time. &lt;/p&gt;&lt;p style="text-align:left;"&gt;This is just to set up a baseline for what I&amp;rsquo;m trying to do. I&amp;rsquo;m focusing solely on this one aspect of the table that is published. Note that I cannot actually use this particular code. The issue is that the dictionary is both mutable and shared (across threads), I cannot do that. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The easiest way to go about this is to just clone the dictionary. Here is what this would look like:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;IEnumerable&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;object&lt;span class="token operator"&gt;&gt;&lt;/span&gt; &lt;span class="token function-name function"&gt;ClonedDictionary&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    var dic &lt;span class="token operator"&gt;=&lt;/span&gt; new Dictionary&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;long, object&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    var random &lt;span class="token operator"&gt;=&lt;/span&gt; new Random&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;932&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    var &lt;span class="token function"&gt;v&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; new object&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    // number of transactions
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;var txCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; txCount &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;1000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; txCount++&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        // operations &lt;span class="token keyword"&gt;in&lt;/span&gt; transaction
        &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int opCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; opCount &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; 10_000&lt;span class="token punctuation"&gt;;&lt;/span&gt; opCount++&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            dic&lt;span class="token punctuation"&gt;[&lt;/span&gt;random.NextInt64&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;, &lt;span class="token number"&gt;1024&lt;/span&gt; * &lt;span class="token number"&gt;1024&lt;/span&gt; * &lt;span class="token number"&gt;1024&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;v&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
       // publish the dictionary
        yield &lt;span class="token builtin class-name"&gt;return&lt;/span&gt; new Dictionary&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;long, object&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;dic&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This is basically the same code, but when I publish the dictionary, I&amp;rsquo;m going to create a new instance (which will be read-only). This is &lt;em&gt;exactly&lt;/em&gt;&amp;nbsp;what I want: to have a cloned, read-only copy that the read transactions can use while I get to keep on modifying the write copy.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The downside of this approach is twofold. First, there are a lot of allocations because of this, and the more items in the table, the more expensive it is to copy.&lt;/p&gt;&lt;p style="text-align:left;"&gt;I can try using the ImmutableDictionary in the Base Class Library, however. Here is what this would look like:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-dart'&gt;&lt;code class='line-numbers language-dart'&gt;&lt;span class="token class-name"&gt;IEnumerable&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;object&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; &lt;span class="token class-name"&gt;ClonedImmutableDictionary&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; dic &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;ImmutableDictionary.Create&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;long&lt;span class="token punctuation"&gt;,&lt;/span&gt; object&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;var&lt;/span&gt; random &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Random&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;932&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; v &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token function"&gt;object&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token comment"&gt;// number of transactions&lt;/span&gt;
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; txCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; txCount &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;1000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; txCount&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token comment"&gt;// operations in transaction&lt;/span&gt;
        &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int opCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; opCount &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;10&lt;/span&gt;_000&lt;span class="token punctuation"&gt;;&lt;/span&gt; opCount&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            dic &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;dic&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;random&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;NextInt64&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; v&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        &lt;span class="token comment"&gt;// publish the dictionary&lt;/span&gt;
        &lt;span class="token keyword"&gt;yield&lt;/span&gt; &lt;span class="token keyword"&gt;return&lt;/span&gt; dic&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The benefit here is that the act of publishing is effectively a no-op. Just send the immutable value out to the world. The downside of using immutable dictionaries is that each operation involves an allocation, and the actual underlying implementation is far less efficient as a hash table than the regular dictionary.&lt;/p&gt;&lt;p style="text-align:left;"&gt;I can try to optimize this a bit by using the builder pattern, as shown here:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;IEnumerable&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;object&lt;span class="token operator"&gt;&gt;&lt;/span&gt; &lt;span class="token function"&gt;BuilderImmutableDictionary&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; builder &lt;span class="token operator"&gt;=&lt;/span&gt; ImmutableDictionary&lt;span class="token punctuation"&gt;.&lt;/span&gt;CreateBuilder&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;long&lt;span class="token punctuation"&gt;,&lt;/span&gt; object&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;var&lt;/span&gt; random &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Random&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;932&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; v &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;object&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; &lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token comment"&gt;// number of transactions&lt;/span&gt;
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; txCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; txCount &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;1000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; txCount&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token comment"&gt;// operations in transaction&lt;/span&gt;
        &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int opCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; opCount &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;10_000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; opCount&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            builder&lt;span class="token punctuation"&gt;[&lt;/span&gt;random&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;NextInt64&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; v&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        &lt;span class="token comment"&gt;// publish the dictionary&lt;/span&gt;
        &lt;span class="token keyword"&gt;yield&lt;/span&gt; &lt;span class="token keyword"&gt;return&lt;/span&gt; builder&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToImmutable&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Now we only pay the immutable cost one per transaction, right? However,&amp;nbsp;the underlying implementation is still an AVL tree, not a proper hash table. This means that not only is it more expensive for publishing the state, but we are now slower for &lt;em&gt;reads&lt;/em&gt;&amp;nbsp;as well. That is &lt;em&gt;not&lt;/em&gt;&amp;nbsp;something that we want.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The BCL recently introduced a FrozenDictionary, which is meant to be super efficient for a really common case of dictionaries that are accessed a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;but rarely written to. I delved into its implementation and was impressed by the amount of work invested into ensuring that this will be really fast.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Let&amp;rsquo;s see how &lt;em&gt;that &lt;/em&gt;would look like for our scenario, shall we?&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;IEnumerable&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;object&lt;span class="token operator"&gt;&gt;&lt;/span&gt; &lt;span class="token function"&gt;FrozenDictionary&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; dic &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Dictionary&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;long&lt;span class="token punctuation"&gt;,&lt;/span&gt; object&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; random &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Random&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;932&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; v &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;object&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token comment"&gt;// number of transactions&lt;/span&gt;
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; txCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; txCount &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;1000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; txCount&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token comment"&gt;// operations in transaction&lt;/span&gt;
        &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int opCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; opCount &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;10_000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; opCount&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            dic&lt;span class="token punctuation"&gt;[&lt;/span&gt;random&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;NextInt64&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token number"&gt;1024&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; v&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        &lt;span class="token comment"&gt;// publish the dictionary&lt;/span&gt;
        &lt;span class="token keyword"&gt;yield&lt;/span&gt; &lt;span class="token keyword"&gt;return&lt;/span&gt; dic&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToFrozenDictionary&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The good thing is that we are using a standard dictionary on the write side and publishing it once per transaction. The downside is that we need to pay a cost to create the frozen dictionary that is proportional to the number of items in the dictionary. That can get expensive &lt;em&gt;fast&lt;/em&gt;.&lt;/p&gt;&lt;p style="text-align:left;"&gt;After seeing all of those options, let&amp;rsquo;s check the numbers. The full code is in &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://gist.github.com/ayende/307d50cac75ab3c5819568f9e5f68644"&gt;this gist&lt;/a&gt;&lt;/span&gt;.&lt;/p&gt;&lt;p style="text-align:left;"&gt;I executed all of those using Benchmark.NET, let&amp;rsquo;s see the results. &lt;/p&gt;&lt;table style="width:100%;" class="table-bordered table-striped" &gt;&lt;tr&gt;&lt;strong&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;&lt;strong&gt;Method&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;&lt;strong&gt;Mean&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;&lt;strong&gt;Ratio&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&lt;/strong&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;SingleDictionaryBench&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;7.768 ms&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;1.00&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;BuilderImmutableDictionaryBench&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;122.508 ms&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;15.82&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;ClonedImmutableDictionaryBench&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;176.041 ms&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;21.95&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;ClonedDictionaryBench&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;1,489.614 ms&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;195.04&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;FrozenDictionaryBench&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;6,279.542 ms&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;807.36&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;ImmutableDictionaryFromDicBench&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;46,906.047 ms&lt;/span&gt;&lt;/td&gt;&lt;td&gt;&lt;span style="color:#1f2328;"&gt;6,029.69&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/table&gt;&lt;p style="text-align:left;"&gt;Note that the difference in speed is absolutely staggering. The SingleDictionaryBench&amp;nbsp;is a bad example. It is just filling a dictionary directly, with no additional cost. The cost for the &lt;span style="color:#1f2328;"&gt;BuilderImmutableDictionaryBench &lt;/span&gt;is more reasonable, given what it has to do. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Just looking at the benchmark result isn&amp;rsquo;t sufficient. I implemented every one of those options in RavenDB and ran them under a profiler. The results are quite interesting.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is the version I started with, using a frozen dictionary. That is the &lt;em&gt;right&lt;/em&gt;&amp;nbsp;data structure for what I want. I have one thread that is mutating data, then publish the frozen results for others to use.&lt;/p&gt;&lt;p style="text-align:left;"&gt;However, take a look at the profiler results! Don&amp;rsquo;t focus on the duration values, look at the percentage of time spent creating the frozen dictionary. That is 60%(!) of the &lt;em&gt;total transaction time&lt;/em&gt;. That is&amp;hellip; an absolutely insane number.&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Note that it is clear that the frozen dictionary isn&amp;rsquo;t suitable for our needs here. The ratio between reading and writing isn&amp;rsquo;t sufficient to justify the cost. One of the benefits of FrozenDictionary is that it is &lt;em&gt;more&lt;/em&gt;&amp;nbsp;expensive to create than normal since it is trying hard to optimize for reading performance.&lt;/p&gt;&lt;p style="text-align:left;"&gt;What about the ImmutableDictionary? Well, that is a &lt;em&gt;complete&lt;/em&gt;&amp;nbsp;non-starter. It is taking close to 90%(!!) of the total transaction runtime. I know that I called the frozen numbers insane, I should have chosen something else, because now I have no words to describe this. &lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img 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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Remember that one problem here is that we cannot just use the regular dictionary or a concurrent dictionary. We need to have a &lt;em&gt;fixed&lt;/em&gt;&amp;nbsp;state of the dictionary when we publish it. What if we use a normal dictionary, cloned?&lt;/p&gt;&lt;p style="text-align:left;"&gt;This is far better, at about 40%, instead of 60% or 90%.&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img 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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;You have to understand, better doesn&amp;rsquo;t mean good. Spending those numbers on just publishing the state of the transaction is beyond ridiculous. &lt;/p&gt;&lt;p style="text-align:left;"&gt;We need to find another way to do this. Remember where we started? The PageTable in RavenDB that currently handles this is really complex. &lt;/p&gt;&lt;p style="text-align:left;"&gt;I looked into my records and found &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ayende.com/blog/164739/immutable-collections-performance"&gt;this blog post from over a decade ago&lt;/a&gt;&lt;/span&gt;, discussing this exact problem. It certainly looks like this complexity is at least semi-justified. &lt;/p&gt;&lt;p style="text-align:left;"&gt;I still want to be able to fix this&amp;hellip; but it won&amp;rsquo;t be as easy as reaching out to a built-in type in the BCL, it seems. &lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.org/blog/201314-B/cloned-dictionary-vs-immutable-dictionary-vs-frozen-dictionary-in-high-traffic-systems?Key=5b127528-fc8b-4749-9442-eedcd34afb9b</link><guid>http://ayende.org/blog/201314-B/cloned-dictionary-vs-immutable-dictionary-vs-frozen-dictionary-in-high-traffic-systems?Key=5b127528-fc8b-4749-9442-eedcd34afb9b</guid><pubDate>Wed, 03 Jul 2024 12:00:00 GMT</pubDate></item></channel></rss>