On 10/01/2016 01:37 AM, Andres Freund wrote:
> Hi,
>
> At the moment in-memory sort and hash nodes show their memory usage in
> explain:
> │ -> Sort (cost=59.83..62.33 rows=1000 width=4) (actual time=0.512..0.632 rows=1000 loops=1)
│
> │ Sort Key: a.a
│
> │ Sort Method: quicksort Memory: 71kB
│
> │ -> Function Scan on generate_series a (cost=0.00..10.00 rows=1000 width=4) (actual time=0.165..0.305
rows=1000loops=1) │
> and
> │ -> Hash (cost=10.00..10.00 rows=1000 width=4) (actual time=0.581..0.581 rows=1000 loops=1)
│
> │ Buckets: 1024 Batches: 1 Memory Usage: 44kB
│
>
> I think we should show something similar for bitmap scans, and for
> some execGrouping.c users (at least hash aggregates, subplans and
> setop seem good candidates too).
>
+1 to improve this
> For both categories it's useful to see how close within work_mem a
> scan ended up being (to understand how high to set it, and how much
> the data can grow till work_mem is excceded), and for execGrouping.c
> users it's also very interesting to see the actual memory usage
> because the limit is only a very soft one.
>
> Does anybody see a reason not to add that?
>
Well, the obvious problem with execGrouping.c is that we don't have
information about memory usage - we don't know how large the aggregate
state is. It's trivial to compute it for aggregates that use
fixed-length data types, but for aggregates that use varlena/internal
state that's not going to work.
This is actually the same problem Jeff Davis ran into when trying to
implement memory-bounded HashAgg ~2 years ago, which also needs this
information. Back then there was a lot of discussion about whether the
~1% penalty measured is acceptable price for the accounting, which kinda
killed the whole patch.
I plan to revisit that hashagg patch, or rather a new patch with the
same goal - now that we have serial/deserial functions for aggregates,
we should be able to implement much nicer spill-to-disk method. But
that'll need the memory accounting, so if you want to look into it,
you're welcome.
regards
--
Tomas Vondra http://www.2ndQuadrant.com
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