Re: [PATCH] x86/cpu/centaur: Disable X86_FEATURE_FSGSBASE on Zhaoxin C4600
From: Dave Hansen
Date: Thu Mar 12 2026 - 11:57:26 EST
On 3/11/26 19:14, Tony W Wang-oc wrote:
>
>
> + if (c->x86 == 6 && c->x86_model == 15 && c->x86_stepping >= 14) {
> + native_rdmsr(0x1232, dummy, chip_pf);
> + chip_pf = (chip_pf >> 15) & 0x7;
> + c->microcode = intel_get_microcode_revision();
> +
> + if ((chip_pf == 0 && c->microcode < 0x20e) ||
> + (chip_pf == 1 && c->microcode < 0x208)) {
> + pr_warn_once("CPU has broken FSGSBASE support;
> clear FSGSBASE feature\n");
> + setup_clear_cpu_cap(X86_FEATURE_FSGSBASE);
> + }
> + }
So, I'm sorry but that's not really consistent how we're doing things
these days.
The model needs a symbolic name.
The MSR you're reading is completely undocumented and unnamed.
"chip_pf" is nonsensical and unexplained.
Code is duplicated across the centaur and zhaoxin files.
Once you have all of that fixed, you should have a simple:
#define CENTAUR_MODEL_FOO VFM_MAKE(X86_VENDOR_CENTAUR, 6, 15)
#define ZHAOXIN_MODEL_BAR VFM_MAKE(X86_VENDOR_ZHAOXIN, 6, 25)
in a central header, plus:
struct x86_cpu_id *naughty_list[] = {
X86_MATCH_VFM_STEPS(CENTAUR_MODEL_FOO, 14, MAX_STEP, 0),
X86_MATCH_VFM_STEPS(ZHAOXIN_MODEL_BAR, MIN_STEP, 3, 0),
{}
};
void check_fsgsbase_bugs()
{
u32 fixed_ucode;
if (!cpu_feature_enabled(X86_FEATURE_FSGSBASE))
return;
c = x86_match_cpu(naughty_list);
if (!c)
return;
chip_pf = ...
if (chip_pf == 0)
fixed_ucode = 0x20e;
if (chip_pf == 1)
fixed_ucode = 0x208;
if (intel_get_microcode_revision() >= fixed_ucode)
return;
pr_warn_once("Broken FSGSBASE support, clearing feature\n");
setup_clear_cpu_cap(X86_FEATURE_FSGSBASE);
}
Then check_fsgsbase_bugs() can pretty much be called anywhere. It can
even be in generic code.
We are also getting some new matching fields in 'x86_cpu_id'. I suspect
'chip_pf' can be stored in there where Intel has the platform_id right
now. But you don't have to do that now.
Could you please go this route rather than copy-and-pasted chunks of
code sprinkled with a healthy dose of magic numbers?