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Exadata Join Offloading in Action
by Christo Kutrovsky on Jun 14, 2013 12:00:00 AM
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The Test Warming up the cell flash cache and confirming scan speeds: [code] select /*+ FULL(c) parallel(4) */ count(*) from ckk c; --> ~4.5 seconds [/code] Given that I use a relatively low parallelism, level I get 4.5 seconds. This is good enough for my testing. Creating a simple 2-row table for joining: [code] create table small (id number); insert into small select rownum from dual connect by dual <=2; commit; [/code] First join experiment: [code] select /*+ FULL(c) parallel(4) */count(*) from ckk c join small s on (s.id = c.id); -->; 4.1 seconds -- cell IO uncompressed bytes - 40,960,229,376 -- cell physical IO interconnect bytes - 645,974,512 -- CPU used by this session - 4.06 seconds [/code] Notice the column projection at work here. The table is 39 GB; however, since I am doing only a count(*) and joining on a single key, the storage layer returns only the "rowid" and "id" columns. We have a reduction in data volume of nearly 99%. Projections really make a difference in storage layer traffic. Next, a proper join experiment: [code] select /*+ FULL(c) parallel(4) */ * from ckk c join small s on (s.id = c.id); --> 12.8 seconds -- cell IO uncompressed bytes - 41,249,734,656 -- cell physical IO interconnect bytes - 37,131,346,192 -- CPU used by this session - 27.64 seconds -> 27.64 / 4 = 6.9 [/code] In the example above, we ask for all data from both tables. As a result, we send much more data to the client session. I am not sure why the uncompressed bytes are nearly 300 MB higher, but I am not going to investigate this now. Notice that we still get some data-size savings from sending a rowset, as opposed to individual data blocks. Not all data blocks are full, and there's metadata in the blocks. By sending a rowset, we can avoid sending this data to the database servers. Also note the increased execution time. It takes time to transfer all that data - at about 3.2 GB/sec (single 40mbit infiniband) per NODE, this gives me a 6.4 GB/sec consumption rate. At this rate it should have run in about 6 seconds. Why the extra delay? Well, it takes time to process this data. At 4 CPUs, we can only process so much - if we increase parallelism, we can reach higher speeds: [code] select /*+ FULL(c) parallel(8) */* from ckk c join small s on (s.id = c.id); --> 8.1 seconds -- CPU used by this session - 29.67 -> 29.67/8 = 3.7 [/code] We need about 28 CPU seconds to receive 37GB of data, process it, and join it to our small table. As we increase parallelism, the "penalty" for receiving large amount of data reduces, but we end up consuming more resources on the database nodes. [code] select /*+ FULL(c) parallel(16) */* from ckk c join small s on (s.id = c.id); --> 6.8 seconds -- CPU used by this session - 29.52 -> 29.52/16 = 1.8 [/code] As we reach parallelism 16, we are no longer limited by the CPU processing but by the infiniband network transfer time. A quick recap: - 4.1 seconds to read data - 6.0 to transfer the data - 1.8 seconds (at parallel 16) to process the data These things all happen at the same time, as data is being streamed. In this case, no join offloading is happening. This is one of those cases where the CBO decided it's not worthwhile. We can use a PX_JOIN_FILTER optimizer hint to force it though: [code] select /*+ FULL(c) parallel(4) PX_JOIN_FILTER(c)*/* from ckk c join small s on (s.id = c.id); --> 0.3 seconds -- cell IO uncompressed bytes - 57,098,240 -- cell physical IO interconnect bytes - 1,808,488 -- CPU used by this session - 0.23 seconds [/code] Whoa. What happened here? How come we joined a 39 GB table with no indexes in 0.3 seconds by reading 57 MB and sending back 2 MB back database layer? A few things: 1. When join filtering is happening at the storage layer, Oracle can leverage storage indexes and skip entire regions of the table. In this case, this would be "cell physical IO bytes saved by storage index - 40,903,131,136". The exact mechanism of this is not clear to me, but there are
technical
articles on the internet about range based bloom filters. 2. Join filtering eliminates most of the data transfer to database servers, since only 2 rows match and they are pretty much on the same block - most of the data sent back is probably metadata of "empty". As you can see, a simple optimization can have dramatic effect in both wallclock time and overall system resource utilization. In this case we did not perform 39 GB of I/O. We did not send 37 GB of data over the InfiniBand network. And we did not use nearly 30 CPU seconds to receive and process. This is all due to a join filter optimization available exclusively to Exadata. Here's the explain plan for reference: [code] -------------------------------------------------------------------------------------------------------------------------- | Id | Operation | Name | E-Rows |E-Bytes| Cost (%CPU)| E-Time | TQ |IN-OUT| PQ Distrib | -------------------------------------------------------------------------------------------------------------------------- | 0 | SELECT STATEMENT | | 2 | 7114 | 376K (1)| 00:00:15 | | | | | 1 | PX COORDINATOR | | | | | | | | | | 2 | PX SEND QC (RANDOM) | :TQ10001 | 2 | 7114 | 376K (1)| 00:00:15 | Q1,01 | P->S | QC (RAND) | |* 3 | HASH JOIN | | 2 | 7114 | 376K (1)| 00:00:15 | Q1,01 | PCWP | | | 4 | PX RECEIVE | | 2 | 6 | 2 (0)| 00:00:01 | Q1,01 | PCWP | | | 5 | PX SEND BROADCAST | :TQ10000 | 2 | 6 | 2 (0)| 00:00:01 | Q1,00 | P->P | BROADCAST | | 6 | PX BLOCK ITERATOR | | 2 | 6 | 2 (0)| 00:00:01 | Q1,00 | PCWC | | | 7 | TABLE ACCESS STORAGE FULL| SMALL | 2 | 6 | 2 (0)| 00:00:01 | Q1,00 | PCWP | | | 8 | PX BLOCK ITERATOR | | 10M| 33G| 376K (1)| 00:00:15 | Q1,01 | PCWC | | |* 9 | TABLE ACCESS STORAGE FULL | CKK | 10M| 33G| 376K (1)| 00:00:15 | Q1,01 | PCWP | | -------------------------------------------------------------------------------------------------------------------------- Predicate Information (identified by operation id): --------------------------------------------------- 3 - access("S"."ID"="C"."ID") 9 - storage(SYS_OP_BLOOM_FILTER(:BF0000,"C"."ID")) filter(SYS_OP_BLOOM_FILTER(:BF0000,"C"."ID")) [/code] The key element that shows bloom filters will be offloaded is step 9 - and the function storage (SYS_OP_BLOOM_FILTER(:BF0000,"C"."ID")) - this means data will be offloaded at storage layer. In most cases, the speed difference will not be this dramatic. It is very dependent on physical data ordering. However, armed with the knowledge that such dramatic optimizations are possible, you can build an ETL process to, for example, take advantage of this. Or, have the ETL prepare the data so that, when queried, these optimizations can be leveraged. Here's a slightly different query - notice the join key is now mod5000_id - which spreads values from 0 to 5000 equally in the entire dataset [code] select /*+ FULL(c) parallel(4) PX_JOIN_FILTER(c)*/* from ckk c join small s on (s.id = c.mod5000_id); --> ~8.8 seconds (includes all fetching) -- cell IO uncompressed bytes - 9,047,941,120 -- cell physical IO interconnect bytes - 859,995,712 -- CPU used by this session - 0.97 [/code] In this case, we still benefit significantly from storage indexes. We only had to read about 1/4 of the data - 9GB. Projections and bloom filtering further reduced it to 850 MB that were finally sent to the database host, which in turn produced some 4,000 rows at about 4,000 bytes each - 16 MB to the end client.
Limitations There are some restrictions in bloom filtering. For example, they
don't work with outer joins. Why is this the case? In inner joins, any table can be "the second" table and bloom filters applied to it. In Oracle outer joins can also be performed in any order. However, even in the case where the outer joined table is second, bloom filters appear to be unusable. The CBO is your best friend and your worst enemy. As you saw in my simple example, there are obvious cases where join-based bloom filtering should happen, but doesn't. I suspect it has something to do with the original purpose of join bloom filters and the way costing was implemented. And finally - bloom filters are based on hash values and thus very data-dependent. If you have skewed data and there are some significant hash collisions with popular values, this will make the join filtering much less efficient at the storage layer.
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