Re: [PATCH] [v4] x86, suspend: Save/restore extra MSR registers for suspend

From: Yu Chen
Date: Fri Nov 27 2015 - 00:57:03 EST


Hi,
On 11/27/2015 11:28 AM, Doug Smythies wrote:
On 2015.11.21 08:45 Doug Smythies wrote:
On 2015.11.12 01:42 Chen, Yu C wrote:
On 2015.11.06 11:34 Doug Smythies wrote:

[cut]

rdmsr_safe might be better,

I'll look into it, thanks.

you can refer to acpi_throttling_rdmsr

I don't understand.

and I'm OK with this code, are you planning to send a formal patch?

The delay here is because I have always thought that some actual load
content needs to be brought back to the intel_pstate driver, which would
(or at least should) eliminate the need for this patch.

Anyway, and at least for the interim, I'll try to make and submit a formal version.

I made a mistake in my initial testing. I put a 100% load on CPU 7 and then
cycled through all the clock modulation values to show that my test version of
a possible patch compensated / normalized the Clock Modulation. Indeed, if the
system is already asking for the maximum pstate, it will stay there. However,
whenever the load drops, the target pstate will drop to minimum and it will
never kick back up again, regardless of load.

Do you mean even with your
patch applied, the cpufreq policy would choose a smaller target?
I looked up the SDM, it says in 14.7.3: on Hyper-Threading Technology
enabled processors, the clock modulation might behave differently:
"if the programmed duty cycle is not identical for all logical
processors in the same core, the
processor core will modulate at the lowest programmed duty cycle "
I dont know if this is related to the problem.
I am returning to my initial assertion copied below:

The current version of the intel_pstate driver is incompatible
with any use of Clock Modulation, always resulting in driving the
target pstate to the minimum, regardless of load. The result is
the apparent CPU frequency stuck at minimum * modulation percent.

The acpi-cpufreq driver works fine with Clock Modulation,
resulting in desired frequency * modulation percent.

Chen,

Thanks though for the suggestion to try normalizing.

I'll try to reproduce your problem, and let's discuss this offline.
... Doug

thanks,
Yu

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