lists.openwall.net   lists  /  announce  owl-users  owl-dev  john-users  john-dev  passwdqc-users  yescrypt  popa3d-users  /  oss-security  kernel-hardening  musl  sabotage  tlsify  passwords  /  crypt-dev  xvendor  /  Bugtraq  Full-Disclosure  linux-kernel  linux-netdev  linux-ext4  linux-hardening  linux-cve-announce  PHC 
Open Source and information security mailing list archives
 
Hash Suite: Windows password security audit tool. GUI, reports in PDF.
[<prev] [next>] [<thread-prev] [thread-next>] [day] [month] [year] [list]
Message-ID: <871r29tvdj.fsf@riseup.net>
Date:   Sat, 18 Dec 2021 14:12:56 -0800
From:   Francisco Jerez <currojerez@...eup.net>
To:     Julia Lawall <julia.lawall@...ia.fr>
Cc:     "Rafael J. Wysocki" <rafael@...nel.org>,
        Srinivas Pandruvada <srinivas.pandruvada@...ux.intel.com>,
        Len Brown <lenb@...nel.org>,
        Viresh Kumar <viresh.kumar@...aro.org>,
        Linux PM <linux-pm@...r.kernel.org>,
        Linux Kernel Mailing List <linux-kernel@...r.kernel.org>,
        Ingo Molnar <mingo@...hat.com>,
        Peter Zijlstra <peterz@...radead.org>,
        Juri Lelli <juri.lelli@...hat.com>,
        Vincent Guittot <vincent.guittot@...aro.org>
Subject: Re: cpufreq: intel_pstate: map utilization into the pstate range

Julia Lawall <julia.lawall@...ia.fr> writes:

> On Sat, 18 Dec 2021, Francisco Jerez wrote:
>
>> Julia Lawall <julia.lawall@...ia.fr> writes:
>>
>> >> As you can see in intel_pstate.c, min_pstate is initialized on core
>> >> platforms from MSR_PLATFORM_INFO[47:40], which is "Maximum Efficiency
>> >> Ratio (R/O)".  However that seems to deviate massively from the most
>> >> efficient ratio on your system, which may indicate a firmware bug, some
>> >> sort of clock gating problem, or an issue with the way that
>> >> intel_pstate.c processes this information.
>> >
>> > I'm not sure to understand the bug part.  min_pstate gives the frequency
>> > that I find as the minimum frequency when I look for the specifications of
>> > the CPU.  Should one expect that it should be something different?
>> >
>>
>> I'd expect the minimum frequency on your processor specification to
>> roughly match the "Maximum Efficiency Ratio (R/O)" value from that MSR,
>> since there's little reason to claim your processor can be clocked down
>> to a frequency which is inherently inefficient /and/ slower than the
>> maximum efficiency ratio -- In fact they both seem to match in your
>> system, they're just nowhere close to the frequency which is actually
>> most efficient, which smells like a bug, like your processor
>> misreporting what the most efficient frequency is, or it deviating from
>> the expected one due to your CPU static power consumption being greater
>> than it would be expected to be under ideal conditions -- E.g. due to
>> some sort of clock gating issue, possibly due to a software bug, or due
>> to our scheduling of such workloads with a large amount of lightly
>> loaded threads being unnecessarily inefficient which could also be
>> preventing most of your CPU cores from ever being clock-gated even
>> though your processor may be sitting idle for a large fraction of their
>> runtime.
>
> The original mail has results from two different machines: Intel 6130
> (skylake) and Intel 5218 (cascade lake).  I have access to another cluster
> of 6130s and 5218s.  I can try them.
>
> I tried 5.9 in which I just commented out the schedutil code to make
> frequency requests.  I only tested avrora (tiny pauses) and h2 (longer
> pauses) and in both case the execution is almost entirely in the turbo
> frequencies.
>
> I'm not sure to understand the term "clock-gated".  What C state does that
> correspond to?  The turbostat output for one run of avrora is below.
>

I didn't have any specific C1+ state in mind, most of the deeper ones
implement some sort of clock gating among other optimizations, I was
just wondering whether some sort of software bug and/or the highly
intermittent CPU utilization pattern of these workloads are preventing
most of your CPU cores from entering deep sleep states.  See below.

> julia
>
> 78.062895 sec
> Package Core  CPU     Avg_MHz Busy%   Bzy_MHz TSC_MHz IRQ     SMI     POLL    C1      C1E     C6      POLL%   C1%     C1E%    C6%     CPU%c1  CPU%c6  CoreTmp PkgTmp  Pkg%pc2 Pkg%pc6 Pkg_J   RAM_J   PKG_%   RAM_%
> -     -       -       31      2.95    1065    2096    156134  0       1971    155458  2956270 657130  0.00    0.20    4.78    92.26   14.75   82.31   40      41      45.14   0.04    4747.52 2509.05 0.00    0.00
> 0     0       0       13      1.15    1132    2095    11360   0       0       2       39      19209   0.00    0.00    0.01    99.01   8.02    90.83   39      41      90.24   0.04    2266.04 1346.09 0.00    0.00

This seems suspicious:                                                                                                                                                          ^^^^    ^^^^^^^

I hadn't understood that you're running this on a dual-socket system
until I looked at these results.  It seems like package #0 is doing
pretty much nothing according to the stats below, but it's still
consuming nearly half of your energy, apparently because the idle
package #0 isn't entering deep sleep states (Pkg%pc6 above is close to
0%).  That could explain your unexpectedly high static power consumption
and the deviation of the real maximum efficiency frequency from the one
reported by your processor, since the reported maximum efficiency ratio
cannot possibly take into account the existence of a second CPU package
with dysfunctional idle management.

I'm guessing that if you fully disable one of your CPU packages and
repeat the previous experiment forcing various P-states between 10 and
37 you should get a maximum efficiency ratio closer to the theoretical
one for this CPU?

> 0     0       32      1       0.09    1001    2095    37      0       0       0       0       42      0.00    0.00    0.00    100.00  9.08
> 0     1       4       0       0.04    1000    2095    57      0       0       0       1       133     0.00    0.00    0.00    99.96   0.08    99.88   38
> 0     1       36      0       0.00    1000    2095    35      0       0       0       0       40      0.00    0.00    0.00    100.00  0.12
> 0     2       8       0       0.03    1000    2095    64      0       0       0       1       124     0.00    0.00    0.00    99.97   0.08    99.89   38
> 0     2       40      0       0.00    1000    2095    36      0       0       0       0       40      0.00    0.00    0.00    100.00  0.10
> 0     3       12      0       0.00    1000    2095    42      0       0       0       0       71      0.00    0.00    0.00    100.00  0.14    99.86   38
> 0     3       44      1       0.09    1000    2095    63      0       0       0       0       65      0.00    0.00    0.00    99.91   0.05
> 0     4       14      0       0.00    1010    2095    38      0       0       0       1       41      0.00    0.00    0.00    100.00  0.04    99.96   39
> 0     4       46      0       0.00    1011    2095    36      0       0       0       1       41      0.00    0.00    0.00    100.00  0.04
> 0     5       10      0       0.01    1084    2095    39      0       0       0       0       58      0.00    0.00    0.00    99.99   0.04    99.95   38
> 0     5       42      0       0.00    1114    2095    35      0       0       0       0       39      0.00    0.00    0.00    100.00  0.05
> 0     6       6       0       0.03    1005    2095    89      0       0       0       1       116     0.00    0.00    0.00    99.97   0.07    99.90   39
> 0     6       38      0       0.00    1000    2095    38      0       0       0       0       41      0.00    0.00    0.00    100.00  0.10
> 0     7       2       0       0.05    1001    2095    59      0       0       0       1       133     0.00    0.00    0.00    99.95   0.09    99.86   40
> 0     7       34      0       0.00    1000    2095    39      0       0       0       0       65      0.00    0.00    0.00    100.00  0.13
> 0     8       16      0       0.00    1000    2095    43      0       0       0       0       47      0.00    0.00    0.00    100.00  0.04    99.96   38
> 0     8       48      0       0.00    1000    2095    37      0       0       0       0       41      0.00    0.00    0.00    100.00  0.04
> 0     9       20      0       0.00    1000    2095    33      0       0       0       0       37      0.00    0.00    0.00    100.00  0.03    99.97   38
> 0     9       52      0       0.00    1000    2095    33      0       0       0       0       36      0.00    0.00    0.00    100.00  0.03
> 0     10      24      0       0.00    1000    2095    36      0       0       0       1       40      0.00    0.00    0.00    100.00  0.03    99.96   39
> 0     10      56      0       0.00    1000    2095    37      0       0       0       1       38      0.00    0.00    0.00    100.00  0.03
> 0     11      28      0       0.00    1002    2095    35      0       0       0       1       37      0.00    0.00    0.00    100.00  0.03    99.97   38
> 0     11      60      0       0.00    1004    2095    34      0       0       0       0       36      0.00    0.00    0.00    100.00  0.03
> 0     12      30      0       0.00    1001    2095    35      0       0       0       0       40      0.00    0.00    0.00    100.00  0.11    99.88   38
> 0     12      62      0       0.01    1000    2095    197     0       0       0       0       197     0.00    0.00    0.00    99.99   0.10
> 0     13      26      0       0.00    1000    2095    37      0       0       0       0       41      0.00    0.00    0.00    100.00  0.03    99.97   39
> 0     13      58      0       0.00    1000    2095    38      0       0       0       0       40      0.00    0.00    0.00    100.00  0.03
> 0     14      22      0       0.01    1000    2095    149     0       1       2       0       142     0.00    0.01    0.00    99.99   0.07    99.92   39
> 0     14      54      0       0.00    1000    2095    35      0       0       0       0       38      0.00    0.00    0.00    100.00  0.07
> 0     15      18      0       0.00    1000    2095    33      0       0       0       0       36      0.00    0.00    0.00    100.00  0.03    99.97   39
> 0     15      50      0       0.00    1000    2095    34      0       0       0       0       38      0.00    0.00    0.00    100.00  0.03
> 1     0       1       32      3.23    1008    2095    2385    0       31      3190    45025   10144   0.00    0.28    4.68    91.99   11.21   85.56   32      35      0.04    0.04    2481.49 1162.96 0.00    0.00
> 1     0       33      9       0.63    1404    2095    12206   0       5       162     2480    10283   0.00    0.04    0.75    98.64   13.81
> 1     1       5       1       0.07    1384    2095    236     0       0       38      24      314     0.00    0.09    0.06    99.77   4.66    95.27   33
> 1     1       37      81      3.93    2060    2095    1254    0       5       40      59      683     0.00    0.01    0.02    96.05   0.80
> 1     2       9       37      3.46    1067    2095    2396    0       29      2256    55406   11731   0.00    0.17    6.02    90.54   54.10   42.44   31
> 1     2       41      151     14.51   1042    2095    10447   0       135     10494   248077  42327   0.01    0.87    26.57   58.84   43.05
> 1     3       13      110     10.47   1053    2095    7120    0       120     9218    168938  33884   0.01    0.77    16.63   72.68   42.58   46.95   32
> 1     3       45      69      6.76    1021    2095    4730    0       66      5598    115410  23447   0.00    0.44    12.06   81.12   46.29
> 1     4       15      112     10.64   1056    2095    7204    0       116     8831    171423  37754   0.01    0.70    17.56   71.67   28.01   61.35   33
> 1     4       47      18      1.80    1006    2095    1771    0       13      915     29315   6564    0.00    0.07    3.20    95.03   36.85
> 1     5       11      63      5.96    1065    2095    4090    0       58      6449    99015   18955   0.00    0.45    10.27   83.64   31.24   62.80   31
> 1     5       43      72      7.11    1016    2095    4794    0       73      6203    115361  26494   0.00    0.48    11.79   81.02   30.09
> 1     6       7       35      3.39    1022    2095    2328    0       45      3377    52721   13759   0.00    0.27    5.10    91.43   25.84   70.77   32
> 1     6       39      67      6.09    1096    2095    4483    0       52      3696    94964   19366   0.00    0.30    10.32   83.61   23.14
> 1     7       3       1       0.06    1395    2095    91      0       0       0       1       167     0.00    0.00    0.00    99.95   25.36   74.58   35
> 1     7       35      83      8.16    1024    2095    5785    0       100     7398    134640  27428   0.00    0.56    13.39   78.34   17.26
> 1     8       17      46      4.49    1016    2095    3229    0       52      3048    74914   16010   0.00    0.27    8.29    87.19   29.71   65.80   33
> 1     8       49      64      6.12    1052    2095    4210    0       89      5782    100570  21463   0.00    0.42    10.63   83.17   28.08
> 1     9       21      73      7.02    1036    2095    4917    0       64      5786    109887  21939   0.00    0.55    11.61   81.18   22.10   70.88   33
> 1     9       53      64      6.33    1012    2095    4074    0       69      5957    97596   20580   0.00    0.51    9.78    83.74   22.79
> 1     10      25      26      2.58    1013    2095    1825    0       22      2124    42630   8627    0.00    0.17    4.17    93.24   53.91   43.52   33
> 1     10      57      159     15.59   1022    2095    10951   0       175     14237   256828  56810   0.01    1.10    26.00   58.16   40.89
> 1     11      29      112     10.54   1065    2095    7462    0       126     9548    179206  39821   0.01    0.85    18.49   70.71   29.46   60.00   31
> 1     11      61      29      2.89    1011    2095    2002    0       24      2468    45558   10288   0.00    0.20    4.71    92.36   37.11
> 1     12      31      37      3.66    1011    2095    2596    0       79      3161    61027   13292   0.00    0.24    6.48    89.79   23.75   72.59   32
> 1     12      63      56      5.08    1107    2095    3789    0       62      4777    79133   17089   0.00    0.41    7.91    86.86   22.31
> 1     13      27      12      1.14    1045    2095    1477    0       16      888     18744   3250    0.00    0.06    2.18    96.70   21.23   77.64   32
> 1     13      59      60      5.81    1038    2095    5230    0       60      4936    87225   21402   0.00    0.41    8.95    85.14   16.55
> 1     14      23      28      2.75    1024    2095    2008    0       20      1839    47417   9177    0.00    0.13    5.08    92.21   34.18   63.07   32
> 1     14      55      106     9.58    1105    2095    6292    0       89      7182    141379  31354   0.00    0.63    14.45   75.81   27.36
> 1     15      19      118     11.65   1012    2095    7872    0       121     10014   193186  40448   0.01    0.80    19.53   68.68   37.53   50.82   32
> 1     15      51      59      5.58    1059    2095    3967    0       54      5842    88063   21138   0.00    0.39    9.12    85.23   43.60

Powered by blists - more mailing lists

Powered by Openwall GNU/*/Linux Powered by OpenVZ