cpufreq: intel_pstate: Change the calculation of next pstate
Subsystems (2)
RFC PATCH 1/1 cpufreq: intel_pstate: Change the calculation of next pstate
Currently the driver calculates the next pstate proportional to core_busy factor, scaled by the ratio max_pstate / current_pstate.
Using the scaled load (core_busy) to calculate the next pstate is not always correct, because there are cases that the load is independent from current pstate. For example, a tight 'for' loop through many sampling intervals will cause a load of 100% in every pstate.
So, change the above method and calculate the next pstate with the assumption that the next pstate should not depend on the current pstate. The next pstate should only be proportional to measured load. Use the linear function to calculate the load:
Next P-state = A + B * load
where A = min_state and B = (max_pstate - min_pstate) / 100 If turbo is enabled the B = (turbo_pstate - min_pstate) / 100 The load is calculated using the kernel time functions.
Also remove the unused pid_calc function and pid structure and related helper functions.
Tested on Intel i7-3770 CPU @ 3.40GHz.
Phoronix benchmark of Linux Kernel Compilation 3.1 test (CPU busy 86%) shows an increase ~1.35% in performance and a decrease by ~0.22% in energy consumption. When turbo was disabled there was an increase by ~0.94% and a decrease by ~0.37% in energy consumption.
Phoronix Apache benchmark shows more interesting results. With a CPU busy ~32% there was an increase in performance by ~46.84% and a decrease in energy consumption by ~4.78%
When turbo was disabled, the performance boost was ~38.56 and the decrease in energy consumption ~7.96%
---
Detailed test results can be found in this link:
https://docs.google.com/spreadsheets/d/1xiw8FOswoNFA8seNMz0nYUdhjPPvJ8J2S54kG02dOP8/edit?usp=sharing
drivers/cpufreq/intel_pstate.c | 208 +++++++---------------------------------- 1 file changed, 35 insertions(+), 173 deletions(-)
drivers/cpufreq/intel_pstate.c +35 -173
@@ -32,8 +32,6 @@#include <asm/msr.h> #include <asm/cpu_device_id.h> -#define SAMPLE_COUNT 3 -#define BYT_RATIOS 0x66a#define BYT_VIDS 0x66b#define BYT_TURBO_RATIOS 0x66c
@@ -55,10 +53,11 @@ static inline int32_t div_fp(int32_t x, int32_t y) }struct sample { -int32_t core_pct_busy; +unsigned int core_pct_busy; +unsigned int duration_us; +unsigned int idletime_us;u64 aperf;u64 mperf; -unsigned long long tsc;int freq; };
@@ -75,16 +74,6 @@ struct vid_data {int32_t ratio; }; -struct _pid { -int setpoint; -int32_t integral; -int32_t p_gain; -int32_t i_gain; -int32_t d_gain; -int deadband; -int32_t last_err; -}; -struct cpudata {int cpu;
@@ -94,22 +83,17 @@ struct cpudata {struct pstate_data pstate;struct vid_data vid; -struct _pid pid; +ktime_t prev_sample; +u64 prev_idle_time_us;u64 prev_aperf;u64 prev_mperf; -unsigned long long prev_tsc;struct sample sample; };static struct cpudata **all_cpu_data;struct pstate_adjust_policy {int sample_rate_ms; -int deadband; -int setpoint; -int p_gain_pct; -int d_gain_pct; -int i_gain_pct; };struct pstate_funcs {
@@ -148,87 +132,10 @@ static struct perf_limits limits = { .max_sysfs_pct = 100, }; -static inline void pid_reset (struct _pid *pid,int setpoint,int busy, -int deadband,int integral) { - pid->setpoint = setpoint; - pid->deadband = deadband; - pid->integral =int_tofp (integral); - pid->last_err =int_tofp (setpoint) -int_tofp (busy); -} - -static inline void pid_p_gain_set (struct _pid *pid,int percent) -{ - pid->p_gain =div_fp (int_tofp (percent),int_tofp (100 )); -} - -static inline void pid_i_gain_set (struct _pid *pid,int percent) -{ - pid->i_gain =div_fp (int_tofp (percent),int_tofp (100 )); -} - -static inline void pid_d_gain_set (struct _pid *pid,int percent) -{ - - pid->d_gain =div_fp (int_tofp (percent),int_tofp (100 )); -} - -static signed int pid_calc (struct _pid *pid,int32_t busy) -{ -signed int result; -int32_t pterm, dterm, fp_error; -int32_t integral_limit; - - fp_error =int_tofp (pid->setpoint) - busy; - -if (abs (fp_error) <=int_tofp (pid->deadband)) -return 0 ; - - pterm =mul_fp (pid->p_gain, fp_error); - - pid->integral += fp_error; - -/* limit the integral term */ - integral_limit =int_tofp (30 ); -if (pid->integral > integral_limit) - pid->integral = integral_limit; -if (pid->integral < -integral_limit) - pid->integral = -integral_limit; - - dterm =mul_fp (pid->d_gain, fp_error - pid->last_err); - pid->last_err = fp_error; - - result = pterm +mul_fp (pid->integral, pid->i_gain) + dterm; - -return (signed int )fp_toint (result); -} - -static inline void intel_pstate_busy_pid_reset (struct cpudata *cpu) -{ -pid_p_gain_set (&cpu->pid, pid_params.p_gain_pct); -pid_d_gain_set (&cpu->pid, pid_params.d_gain_pct); -pid_i_gain_set (&cpu->pid, pid_params.i_gain_pct); - -pid_reset (&cpu->pid, - pid_params.setpoint, -100 , - pid_params.deadband, -0 ); -} - -static inline void intel_pstate_reset_all_pid (void ) -{ -unsigned int cpu; -for_each_online_cpu (cpu) { -if (all_cpu_data[cpu]) -intel_pstate_busy_pid_reset (all_cpu_data[cpu]); - } -} -/************************** debugfs begin ************************/ static int pid_param_set (void *data,u64 val) { *(u32 *)data = val; -intel_pstate_reset_all_pid ();return 0 ; }static int pid_param_get (void *data,u64 *val)
@@ -246,11 +153,6 @@ struct pid_param {static struct pid_param pid_files[] = { {"sample_rate_ms" , &pid_params.sample_rate_ms}, - {"d_gain_pct" , &pid_params.d_gain_pct}, - {"i_gain_pct" , &pid_params.i_gain_pct}, - {"deadband" , &pid_params.deadband}, - {"setpoint" , &pid_params.setpoint}, - {"p_gain_pct" , &pid_params.p_gain_pct}, {NULL ,NULL } };
@@ -452,11 +354,6 @@ static void core_set_pstate(struct cpudata *cpudata, int pstate)static struct cpu_defaults core_params = { .pid_policy = { .sample_rate_ms =10 , - .deadband =0 , - .setpoint =97 , - .p_gain_pct =20 , - .d_gain_pct =0 , - .i_gain_pct =0 , }, .funcs = { .get_max = core_get_max_pstate,
@@ -469,11 +366,6 @@ static struct cpu_defaults core_params = {static struct cpu_defaults byt_params = { .pid_policy = { .sample_rate_ms =10 , - .deadband =0 , - .setpoint =97 , - .p_gain_pct =14 , - .d_gain_pct =0 , - .i_gain_pct =4 , }, .funcs = { .get_max = byt_get_max_pstate,
@@ -520,21 +412,6 @@ static void intel_pstate_set_pstate(struct cpudata *cpu, int pstate) pstate_funcs.set (cpu, pstate); } -static inline void intel_pstate_pstate_increase (struct cpudata *cpu,int steps) -{ -int target; - target = cpu->pstate.current_pstate + steps; - -intel_pstate_set_pstate (cpu, target); -} - -static inline void intel_pstate_pstate_decrease (struct cpudata *cpu,int steps) -{ -int target; - target = cpu->pstate.current_pstate - steps; -intel_pstate_set_pstate (cpu, target); -} -static void intel_pstate_get_cpu_pstates (struct cpudata *cpu) {sprintf (cpu->name,"Intel 2nd generation core" );
@@ -553,50 +430,55 @@ static void intel_pstate_get_cpu_pstates(struct cpudata *cpu)intel_pstate_set_pstate (cpu, cpu->pstate.max_pstate); } -static inline void intel_pstate_calc_busy (struct cpudata *cpu, -struct sample *sample) +static inline void intel_pstate_calc_busy (struct cpudata *cpu) { +struct sample *sample = &cpu->sample;int32_t core_pct; -int32_t c0_pct; - core_pct =div_fp (int_tofp ((sample->aperf)), -int_tofp ((sample->mperf))); + sample->core_pct_busy =100 * + (sample->duration_us - sample->idletime_us) / + sample->duration_us; + + core_pct =div_fp (int_tofp (sample->aperf),int_tofp (sample->mperf)); core_pct =mul_fp (core_pct,int_tofp (100 ));FP_ROUNDUP (core_pct); - c0_pct =div_fp (int_tofp (sample->mperf),int_tofp (sample->tsc)); - sample->freq =fp_toint (mul_fp (int_tofp (cpu->pstate.max_pstate *1000 ), core_pct)); - sample->core_pct_busy =mul_fp (core_pct, c0_pct); +pr_debug ("%s: core_pct_busy = %u" , __func__, sample->core_pct_busy); }static inline void intel_pstate_sample (struct cpudata *cpu) { +ktime_t now; +u64 idle_time_us;u64 aperf, mperf; -unsigned long long tsc; + + now =ktime_get (); + idle_time_us =get_cpu_idle_time_us (cpu->cpu,NULL );rdmsrl (MSR_IA32_APERF , aperf);rdmsrl (MSR_IA32_MPERF , mperf); - tsc =native_read_tsc (); aperf = aperf >>FRAC_BITS ; mperf = mperf >>FRAC_BITS ; - tsc = tsc >>FRAC_BITS ; cpu->sample.aperf = aperf; cpu->sample.mperf = mperf; - cpu->sample.tsc = tsc; cpu->sample.aperf -= cpu->prev_aperf; cpu->sample.mperf -= cpu->prev_mperf; - cpu->sample.tsc -= cpu->prev_tsc; + cpu->sample.duration_us = (unsigned int )ktime_us_delta (now, + cpu->prev_sample); + cpu->sample.idletime_us = (unsigned int )(idle_time_us - + cpu->prev_idle_time_us); -intel_pstate_calc_busy (cpu, &cpu->sample); +intel_pstate_calc_busy (cpu); + cpu->prev_sample = now; + cpu->prev_idle_time_us = idle_time_us; cpu->prev_aperf = aperf; cpu->prev_mperf = mperf; - cpu->prev_tsc = tsc; }static inline void intel_pstate_set_sample_time (struct cpudata *cpu)
@@ -608,35 +490,21 @@ static inline void intel_pstate_set_sample_time(struct cpudata *cpu)mod_timer_pinned (&cpu->timer, jiffies + delay); } -static inline int32_t intel_pstate_get_scaled_busy (struct cpudata *cpu) -{ -int32_t core_busy, max_pstate, current_pstate; - - core_busy = cpu->sample.core_pct_busy; - max_pstate =int_tofp (cpu->pstate.max_pstate); - current_pstate =int_tofp (cpu->pstate.current_pstate); - core_busy =mul_fp (core_busy,div_fp (max_pstate, current_pstate)); -return FP_ROUNDUP (core_busy); -} -static inline void intel_pstate_adjust_busy_pstate (struct cpudata *cpu) { -int32_t busy_scaled; -struct _pid *pid; -signed int ctl =0 ; -int steps; +int max_pstate, min_pstate, pstate; +unsigned int busy; - pid = &cpu->pid; - busy_scaled =intel_pstate_get_scaled_busy (cpu); + busy = cpu->sample.core_pct_busy; + max_pstate = limits.no_turbo ? cpu->pstate.max_pstate : + cpu->pstate.turbo_pstate; + min_pstate = cpu->pstate.min_pstate; - ctl =pid_calc (pid, busy_scaled); + pstate = min_pstate + (max_pstate - min_pstate) * busy /100 ; - steps =abs (ctl); +intel_pstate_set_pstate (cpu, pstate); -if (ctl <0 ) -intel_pstate_pstate_increase (cpu, steps); -else -intel_pstate_pstate_decrease (cpu, steps); +pr_debug ("%s, busy = %u, pstate = %u" , __func__, busy, pstate); }static void intel_pstate_timer_func (unsigned long __data)
@@ -651,7 +519,7 @@ static void intel_pstate_timer_func(unsigned long __data)intel_pstate_adjust_busy_pstate (cpu); trace_pstate_sample(fp_toint(sample->core_pct_busy), - fp_toint(intel_pstate_get_scaled_busy(cpu)), + 0, cpu->pstate.current_pstate, sample->mperf, sample->aperf,
@@ -708,7 +576,6 @@ static int intel_pstate_init_cpu(unsigned int cpunum) cpu->timer.data = (unsigned long )cpu; cpu->timer.expires = jiffies +HZ /100 ; -intel_pstate_busy_pid_reset (cpu);intel_pstate_sample (cpu);intel_pstate_set_pstate (cpu, cpu->pstate.max_pstate);
@@ -852,11 +719,6 @@ static int intel_pstate_msrs_not_valid(void)static void copy_pid_params (struct pstate_adjust_policy *policy) { pid_params.sample_rate_ms = policy->sample_rate_ms; - pid_params.p_gain_pct = policy->p_gain_pct; - pid_params.i_gain_pct = policy->i_gain_pct; - pid_params.d_gain_pct = policy->d_gain_pct; - pid_params.deadband = policy->deadband; - pid_params.setpoint = policy->setpoint; }static void copy_cpu_funcs (struct pstate_funcs *funcs)
Signature · 1 line
1.9.0
Quoted 14 lines · Stratos Karafotis
Currently the driver calculates the next pstate proportional to
core_busyfactor, scaled by the ratiomax_pstate/current_pstate.Using the scaled load (
core_busy) to calculate the next pstate is not always correct, because there are cases that the load is independent from current pstate. For example, a tight 'for' loop through many sampling intervals will cause a load of 100% in every pstate.So, change the above method and calculate the next pstate with the assumption that the next pstate should not depend on the current pstate. The next pstate should only be proportional to measured load. Use the linear function to calculate the load:
Quoted 6 lines
Next P-state = A + B * load
where A =
min_stateand B = (max_pstate-min_pstate) / 100 If turbo is enabled the B = (turbo_pstate-min_pstate) / 100 The load is calculated using the kernel time functions.
This will hurt your power numbers under "normal" conditions where you are not running a performance workload. Consider the following:
1. The system is idle, all core at min P state and utilization is low say < 10%
2. You run something that drives the load as seen by the kernel to 100% which scaled by the current P state.
This would cause the P state to go from min -> max in one step. Which is what you want if you are only looking at a single core. But this will also drag every core in the package to the max P state as well. This would be fine if the power vs frequency cure was linear all the cores would finish their work faster and go idle sooner (race to halt) and maybe spend more time in a deeper C state which dwarfs the amount of power we can save by controlling P states. Unfortunately this is *not* the case, power vs frequency curve is non-linear and get very steep in the turbo range. If it were linear there would be no reason to have P state control you could select the highest P state and walk away.
Being conservative on the way up and aggressive on way down give you the best power efficiency on non-benchmark loads. Most benchmarks are pretty useless for measuring power efficiency (unless they were designed for it) since they are measuring how fast something can be done which is measuring the efficiency at max performance.
The performance issues you pointed out were caused by commit fcb6a15c intel_pstate: Take core C0 time into account for core busy calculation and the ensuing problem is caused. These have been fixed in the patch set
https://lkml.org/lkml/2014/5/8/574
The performance comparison between before/after this patch set, your patch and ondemand/acpi_cpufreq is available at:
http://openbenchmarking.org/result/1405085-PL-C0200965993 ffmpeg was added to the set of benchmarks because there was a regression reported against this benchmark as well. https://bugzilla.kernel.org/show_bug.cgi?id=75121
--Dirk
Hi Dirk,
Quoted 15 lines · Dirk Brandewie
Quoted 14 lines · Stratos Karafotis
Currently the driver calculates the next pstate proportional to
core_busyfactor, scaled by the ratiomax_pstate/current_pstate.Using the scaled load (
core_busy) to calculate the next pstate is not always correct, because there are cases that the load is independent from current pstate. For example, a tight 'for' loop through many sampling intervals will cause a load of 100% in every pstate.So, change the above method and calculate the next pstate with the assumption that the next pstate should not depend on the current pstate. The next pstate should only be proportional to measured load. Use the linear function to calculate the load:
Quoted 6 lines
Quoted 6 lines
Next P-state = A + B * load
where A =
min_stateand B = (max_pstate-min_pstate) / 100 If turbo is enabled the B = (turbo_pstate-min_pstate) / 100 The load is calculated using the kernel time functions.
Thank you very much for your comments and for your time to test my patch!
Quoted 11 lines
This will hurt your power numbers under "normal" conditions where you are not running a performance workload. Consider the following:
1. The system is idle, all core at min P state and utilization is low say < 10%
2. You run something that drives the load as seen by the kernel to 100% which scaled by the current P state.This would cause the P state to go from min -> max in one step. Which is what you want if you are only looking at a single core. But this will also drag every core in the package to the max P state as well. This would be fine
I think, this will also happen using the original driver (before your new patch 4/5), after some sampling intervals.
Quoted 18 lines
if the power vs frequency cure was linear all the cores would finish their work faster and go idle sooner (race to halt) and maybe spend more time in a deeper C state which dwarfs the amount of power we can save by controlling P states. Unfortunately this is *not* the case, power vs frequency curve is non-linear and get very steep in the turbo range. If it were linear there would be no reason to have P state control you could select the highest P state and walk away.
Being conservative on the way up and aggressive on way down give you the best power efficiency on non-benchmark loads. Most benchmarks are pretty useless for measuring power efficiency (unless they were designed for it) since they are measuring how fast something can be done which is measuring the efficiency at max performance.
The performance issues you pointed out were caused by commit
fcb6a15cintel_pstate: Take core C0 time into account for core busy calculation and the ensuing problem is caused. These have been fixed in the patch set
Quoted 8 lines
https://lkml.org/lkml/2014/5/8/574The performance comparison between before/after this patch set, your patch and ondemand/acpi_cpufreq is available at:
http://openbenchmarking.org/result/1405085-PL-C0200965993 ffmpeg was added to the set of benchmarks because there was a regression reported against this benchmark as well. https://bugzilla.kernel.org/show_bug.cgi?id=75121
Of course, I agree generally with your comments above. But I believe that the we should scale the core as soon as we measure high load.
I tested your new patches and I confirm your benchmarks. But I think they are against the above theory (at least on low loads). With the new patches I get increased frequencies even on an idle system. Please compare the results below.
With your latest patches during a mp3 decoding (a non-benchmark load) the energy consumption increased to 5187.52 J from 5036.57 J (almost 3%).
Thanks again,
Stratos
With my patch
-------------
[root@albert ~]# /home/stratosk/kernels/linux-pm/tools/power/x86/turbostat/turbostat -i 60
Core CPU Avg_MHz %Busy Bzy_MHz TSC_MHz SMI CPU%c1 CPU%c3 CPU%c6 CPU%c7 CoreTmp PkgTmp Pkg%pc2 Pkg%pc3 Pkg%pc6 Pkg%pc7 PkgWatt CorWatt GFXWatt
- - 1 0.06 1645 3392 0 0.26 0.00 99.67 0.00 32 32 0.00 0.00 0.00 0.00 20.18 2.00 0.02
0 0 2 0.10 1623 3392 0 0.63 0.01 99.26 0.00 32 32 0.00 0.00 0.00 0.00 20.18 2.00 0.02
0 4 0 0.01 1618 3392 0 0.72
1 1 1 0.03 1618 3392 0 0.03 0.00 99.94 0.00 27
1 5 0 0.01 1606 3392 0 0.05
2 2 0 0.02 1635 3392 0 0.28 0.00 99.70 0.00 22
2 6 3 0.17 1668 3392 0 0.13
3 3 2 0.12 1647 3392 0 0.08 0.00 99.80 0.00 30
3 7 0 0.02 1623 3392 0 0.18With your latest patch
----------------------
[root@albert ~]# /home/stratosk/kernels/linux-pm/tools/power/x86/turbostat/turbostat -i 60
Core CPU Avg_MHz %Busy Bzy_MHz TSC_MHz SMI CPU%c1 CPU%c3 CPU%c6 CPU%c7 CoreTmp PkgTmp Pkg%pc2 Pkg%pc3 Pkg%pc6 Pkg%pc7 PkgWatt CorWatt GFXWatt
- - 1 0.05 2035 3392 0 0.28 0.01 99.66 0.00 34 34 0.00 0.00 0.00 0.00 20.20 2.01 0.02
0 0 1 0.04 1831 3392 0 0.06 0.00 99.90 0.00 34 34 0.00 0.00 0.00 0.00 20.20 2.01 0.02
0 4 0 0.01 2136 3392 0 0.09
1 1 1 0.06 1931 3392 0 0.70 0.00 99.24 0.00 31
1 5 0 0.01 2024 3392 0 0.75
2 2 1 0.03 2231 3392 0 0.21 0.03 99.73 0.00 26
2 6 2 0.09 1967 3392 0 0.15
3 3 3 0.15 2115 3392 0 0.06 0.00 99.78 0.00 34
3 7 0 0.02 2073 3392 0 0.19With my patch:
--------------
[root@albert ~]# /home/stratosk/kernels/linux-pm/tools/power/x86/turbostat/turbostat mpg321 /home/stratosk/One\ Direction\ -\ Story\ of\ My\ Life.mp3 [4:05] Decoding of One Direction - Story of My Life.mp3 finished.
Core CPU Avg_MHz %Busy Bzy_MHz TSC_MHz SMI CPU%c1 CPU%c3 CPU%c6 CPU%c7 CoreTmp PkgTmp Pkg%pc2 Pkg%pc3 Pkg%pc6 Pkg%pc7 PkgWatt CorWatt GFXWatt
- - 7 0.45 1613 3392 0 14.55 0.02 84.97 0.00 35 35 0.00 0.00 0.00 0.00 20.51 2.33 0.01
0 0 16 1.01 1623 3392 0 1.06 0.04 97.89 0.00 35 35 0.00 0.00 0.00 0.00 20.51 2.33 0.01
0 4 0 0.02 1616 3392 0 2.05
1 1 3 0.16 1609 3392 0 1.61 0.00 98.22 0.00 30
1 5 13 0.80 1606 3392 0 0.97
2 2 8 0.52 1606 3392 0 38.97 0.03 60.48 0.00 26
2 6 10 0.65 1613 3392 0 38.84
3 3 7 0.42 1613 3392 0 16.28 0.01 83.29 0.00 33
3 7 1 0.05 1624 3392 0 16.65245.566284 sec
With your patch:
----------------
[root@albert ~]# /home/stratosk/kernels/linux-pm/tools/power/x86/turbostat/turbostat mpg321 /home/stratosk/One\ Direction\ -\ Story\ of\ My\ Life.mp3 [4:05] Decoding of One Direction - Story of My Life.mp3 finished.
Core CPU Avg_MHz %Busy Bzy_MHz TSC_MHz SMI CPU%c1 CPU%c3 CPU%c6 CPU%c7 CoreTmp PkgTmp Pkg%pc2 Pkg%pc3 Pkg%pc6 Pkg%pc7 PkgWatt CorWatt GFXWatt
- - 7 0.27 2773 3392 0 40.05 0.01 59.67 0.00 35 35 0.00 0.00 0.00 0.00 21.11 2.93 0.01
0 0 9 0.31 2773 3392 0 82.55 0.01 17.12 0.00 35 35 0.00 0.00 0.00 0.00 21.11 2.93 0.01
0 4 5 0.15 3290 3392 0 82.71
1 1 8 0.31 2541 3392 0 26.87 0.00 72.82 0.00 30
1 5 19 0.79 2400 3392 0 26.38
2 2 8 0.23 3490 3392 0 15.43 0.00 84.34 0.00 27
2 6 1 0.04 2086 3392 0 15.62
3 3 4 0.13 2978 3392 0 35.44 0.00 64.42 0.00 31
3 7 6 0.16 3553 3392 0 35.42245.642873 sec
With original code
-----------------
[root@albert ~]# /home/stratosk/kernels/linux-pm/tools/power/x86/turbostat/turbostat mpg321 /home/stratosk/One\ Direction\ -\ Story\ of\ My\ Life.mp3 [4:05] Decoding of One Direction - Story of My Life.mp3 finished.
Core CPU Avg_MHz %Busy Bzy_MHz TSC_MHz SMI CPU%c1 CPU%c3 CPU%c6 CPU%c7 CoreTmp PkgTmp Pkg%pc2 Pkg%pc3 Pkg%pc6 Pkg%pc7 PkgWatt CorWatt GFXWatt
- - 5 0.32 1608 3392 0 20.43 0.01 79.24 0.00 35 35 0.00 0.00 0.00 0.00 20.59 2.41 0.01
0 0 2 0.11 1621 3392 0 20.90 0.01 78.98 0.00 35 35 0.00 0.00 0.00 0.00 20.59 2.41 0.01
0 4 6 0.38 1600 3392 0 20.63
1 1 8 0.50 1603 3392 0 24.10 0.00 75.40 0.00 29
1 5 0 0.02 1611 3392 0 24.58
2 2 13 0.81 1598 3392 0 0.45 0.02 98.73 0.00 29
2 6 1 0.04 1675 3392 0 1.21
3 3 9 0.59 1603 3392 0 35.54 0.01 63.86 0.00 33
3 7 1 0.08 1749 3392 0 36.05245.641863 sec
Quoted 79 lines · Stratos Karafotis
Hi Dirk,
Quoted 15 lines · Dirk Brandewie
Quoted 14 lines · Stratos Karafotis
Currently the driver calculates the next pstate proportional to
core_busyfactor, scaled by the ratiomax_pstate/current_pstate.Using the scaled load (
core_busy) to calculate the next pstate is not always correct, because there are cases that the load is independent from current pstate. For example, a tight 'for' loop through many sampling intervals will cause a load of 100% in every pstate.So, change the above method and calculate the next pstate with the assumption that the next pstate should not depend on the current pstate. The next pstate should only be proportional to measured load. Use the linear function to calculate the load:
Quoted 6 lines
Quoted 6 lines
Next P-state = A + B * load
where A =
min_stateand B = (max_pstate-min_pstate) / 100 If turbo is enabled the B = (turbo_pstate-min_pstate) / 100 The load is calculated using the kernel time functions.Thank you very much for your comments and for your time to test my patch!
Quoted 11 lines
This will hurt your power numbers under "normal" conditions where you are not running a performance workload. Consider the following:
1. The system is idle, all core at min P state and utilization is low say < 10%
2. You run something that drives the load as seen by the kernel to 100% which scaled by the current P state.This would cause the P state to go from min -> max in one step. Which is what you want if you are only looking at a single core. But this will also drag every core in the package to the max P state as well. This would be fine
I think, this will also happen using the original driver (before your new patch 4/5), after some sampling intervals.
Quoted 18 lines
if the power vs frequency cure was linear all the cores would finish their work faster and go idle sooner (race to halt) and maybe spend more time in a deeper C state which dwarfs the amount of power we can save by controlling P states. Unfortunately this is *not* the case, power vs frequency curve is non-linear and get very steep in the turbo range. If it were linear there would be no reason to have P state control you could select the highest P state and walk away.
Being conservative on the way up and aggressive on way down give you the best power efficiency on non-benchmark loads. Most benchmarks are pretty useless for measuring power efficiency (unless they were designed for it) since they are measuring how fast something can be done which is measuring the efficiency at max performance.
The performance issues you pointed out were caused by commit
fcb6a15cintel_pstate: Take core C0 time into account for core busy calculation and the ensuing problem is caused. These have been fixed in the patch setQuoted 8 lines
https://lkml.org/lkml/2014/5/8/574The performance comparison between before/after this patch set, your patch and ondemand/acpi_cpufreq is available at:
http://openbenchmarking.org/result/1405085-PL-C0200965993 ffmpeg was added to the set of benchmarks because there was a regression reported against this benchmark as well. https://bugzilla.kernel.org/show_bug.cgi?id=75121Of course, I agree generally with your comments above. But I believe that the we should scale the core as soon as we measure high load.
I tested your new patches and I confirm your benchmarks. But I think they are against the above theory (at least on low loads). With the new patches I get increased frequencies even on an idle system. Please compare the results below.
Quoted 7 lines
With your latest patches during a mp3 decoding (a non-benchmark load) the energy consumption increased to 5187.52 J from 5036.57 J (almost 3%).
Thanks again,
Stratos
I would like to explain a little bit further the logic behind this patch.
The patch is based on the following assumptions (some of them are pretty obvious but please let me mention them):
1) We define the load of the CPU as the percentage of sampling period that CPU was busy (not idle), as measured by the kernel.
2) It's not possible to predict (with accuracy) the load of a CPU in future sampling periods.
3) The load in the next sampling interval is most probable to be very close to the current sampling interval. (Actually the load in the next sampling interval could have any value, 0 - 100).
4) In order to select the next performance state of the CPU we need to calculate the load frequently (as fast as hardware permits) and change the next state accordingly.
5) At a given constant 0% (zero) load in a specific period, the CPU performance state should be equal to minimum available state.
6) At a given constant 100% load in a specific period, the CPU performance state should be equal to maximum available state.
7) Ideally, the CPU should execute instructions at maximum performance state.
According to the above if the measured load in a sampling interval is, for example 50%, ideally the CPU should spent half of the next sampling period to maximum pstate and half of the period to minimum pstate. Of course it's impossible to increase the sampling frequency so much.
Thus, we consider that the best approximation would be:
Next performance state = min_perf + (max_perf - min_perf) * load / 100
Thanks again for your time,
Stratos
Quoted 4 lines · Stratos Karafotis
On 09/05/2014 05:56 μμ, Stratos Karafotis wrote:
Next performance state =
min_perf+ (max_perf-min_perf) * load / 100
Hi,
This formula is fundamentally broken. You need to associate the load with its frequency.
Thanks,
Yuyang
Hi,
Quoted 9 lines · Yuyang Du
Quoted 4 lines · Stratos Karafotis
On 09/05/2014 05:56 μμ, Stratos Karafotis wrote:
Next performance state =
min_perf+ (max_perf-min_perf) * load / 100Hi,
This formula is fundamentally broken. You need to associate the load with its frequency.
Could you please explain why is it broken? I think the load should be independent from the current frequency.
Thanks,
Stratos
Quoted 8 lines · Stratos Karafotis
Hi,
Quoted 5 lines · Yuyang Du
Quoted 4 lines · Stratos Karafotis
On 09/05/2014 05:56 μμ, Stratos Karafotis wrote:
Next performance state =
min_perf+ (max_perf-min_perf) * load / 100
Quoted 7 lines
Quoted 4 lines
Hi,
This formula is fundamentally broken. You need to associate the load with its frequency.
Could you please explain why is it broken? I think the load should be independent from the current frequency.
Why independent? The load not (somewhat) determined by that?
Quoted 11 lines · Yuyang Du
Quoted 10 lines · Stratos Karafotis
Hi,
Quoted 7 lines · Yuyang Du
Quoted 4 lines · Stratos Karafotis
On 09/05/2014 05:56 μμ, Stratos Karafotis wrote:
Next performance state =
min_perf+ (max_perf-min_perf) * load / 100Hi,
Quoted 9 lines
Quoted 5 lines
Quoted 2 lines
This formula is fundamentally broken. You need to associate the load with its frequency.
Could you please explain why is it broken? I think the load should be independent from the current frequency.
Why independent? The load not (somewhat) determined by that?
Maybe, in some cases yes. But not always.
For example, please consider a CPU running a tight "for" loop in 100MHz for a couple of seconds. This produces a load of 100%.
It will produce the same load (100%) in any other frequency.
Stratos
Quoted 18 lines · Stratos Karafotis
Quoted 17 lines · Yuyang Du
Quoted 15 lines · Stratos Karafotis
Hi,
Quoted 9 lines · Yuyang Du
Quoted 4 lines · Stratos Karafotis
On 09/05/2014 05:56 μμ, Stratos Karafotis wrote:
Next performance state =
min_perf+ (max_perf-min_perf) * load / 100Hi,
This formula is fundamentally broken. You need to associate the load with its frequency.
Could you please explain why is it broken? I think the load should be independent from the current frequency.
Quoted 8 lines
Quoted 3 lines
Why independent? The load not (somewhat) determined by that?
Maybe, in some cases yes. But not always.
For example, please consider a CPU running a tight "for" loop in 100MHz for a couple of seconds. This produces a load of 100%.
It will produce the same load (100%) in any other frequency.
Still fundamentally wrong, because you are not making a fair comparison ("load" in 100MHz vs. any other freq).
Yuyang
Hi all!
Quoted 116 lines · Stratos Karafotis
Quoted 79 lines · Stratos Karafotis
Hi Dirk,
Quoted 15 lines · Dirk Brandewie
Quoted 14 lines · Stratos Karafotis
Currently the driver calculates the next pstate proportional to
core_busyfactor, scaled by the ratiomax_pstate/current_pstate.Using the scaled load (
core_busy) to calculate the next pstate is not always correct, because there are cases that the load is independent from current pstate. For example, a tight 'for' loop through many sampling intervals will cause a load of 100% in every pstate.So, change the above method and calculate the next pstate with the assumption that the next pstate should not depend on the current pstate. The next pstate should only be proportional to measured load. Use the linear function to calculate the load:
Quoted 6 lines
Quoted 6 lines
Next P-state = A + B * load
where A =
min_stateand B = (max_pstate-min_pstate) / 100 If turbo is enabled the B = (turbo_pstate-min_pstate) / 100 The load is calculated using the kernel time functions.Thank you very much for your comments and for your time to test my patch!
Quoted 11 lines
This will hurt your power numbers under "normal" conditions where you are not running a performance workload. Consider the following:
1. The system is idle, all core at min P state and utilization is low say < 10%
2. You run something that drives the load as seen by the kernel to 100% which scaled by the current P state.This would cause the P state to go from min -> max in one step. Which is what you want if you are only looking at a single core. But this will also drag every core in the package to the max P state as well. This would be fine
I think, this will also happen using the original driver (before your new patch 4/5), after some sampling intervals.
Quoted 18 lines
if the power vs frequency cure was linear all the cores would finish their work faster and go idle sooner (race to halt) and maybe spend more time in a deeper C state which dwarfs the amount of power we can save by controlling P states. Unfortunately this is *not* the case, power vs frequency curve is non-linear and get very steep in the turbo range. If it were linear there would be no reason to have P state control you could select the highest P state and walk away.
Being conservative on the way up and aggressive on way down give you the best power efficiency on non-benchmark loads. Most benchmarks are pretty useless for measuring power efficiency (unless they were designed for it) since they are measuring how fast something can be done which is measuring the efficiency at max performance.
The performance issues you pointed out were caused by commit
fcb6a15cintel_pstate: Take core C0 time into account for core busy calculation and the ensuing problem is caused. These have been fixed in the patch setQuoted 8 lines
https://lkml.org/lkml/2014/5/8/574The performance comparison between before/after this patch set, your patch and ondemand/acpi_cpufreq is available at:
http://openbenchmarking.org/result/1405085-PL-C0200965993 ffmpeg was added to the set of benchmarks because there was a regression reported against this benchmark as well. https://bugzilla.kernel.org/show_bug.cgi?id=75121Of course, I agree generally with your comments above. But I believe that the we should scale the core as soon as we measure high load.
I tested your new patches and I confirm your benchmarks. But I think they are against the above theory (at least on low loads). With the new patches I get increased frequencies even on an idle system. Please compare the results below.
Quoted 7 lines
With your latest patches during a mp3 decoding (a non-benchmark load) the energy consumption increased to 5187.52 J from 5036.57 J (almost 3%).
Thanks again,
StratosI would like to explain a little bit further the logic behind this patch.
The patch is based on the following assumptions (some of them are pretty obvious but please let me mention them):
1) We define the load of the CPU as the percentage of sampling period that CPU was busy (not idle), as measured by the kernel.
2) It's not possible to predict (with accuracy) the load of a CPU in future sampling periods.
3) The load in the next sampling interval is most probable to be very close to the current sampling interval. (Actually the load in the next sampling interval could have any value, 0 - 100).
4) In order to select the next performance state of the CPU we need to calculate the load frequently (as fast as hardware permits) and change the next state accordingly.
5) At a given constant 0% (zero) load in a specific period, the CPU performance state should be equal to minimum available state.
6) At a given constant 100% load in a specific period, the CPU performance state should be equal to maximum available state.
7) Ideally, the CPU should execute instructions at maximum performance state.
Quoted 9 lines
According to the above if the measured load in a sampling interval is, for example 50%, ideally the CPU should spent half of the next sampling period to maximum pstate and half of the period to minimum pstate. Of course it's impossible to increase the sampling frequency so much.
Thus, we consider that the best approximation would be:
Next performance state =
min_perf+ (max_perf-min_perf) * load / 100
Any additional comments?
Should I consider it a rejected approach?
Thanks,
Stratos