| To: | Ken McDonell <kenj@xxxxxxxxxxxxxxxx> |
|---|---|
| Subject: | Re: [pcp] Floating point problem |
| From: | Martin Spier <mspier@xxxxxxxxxxx> |
| Date: | Mon, 28 Jul 2014 12:47:31 -0700 |
| Cc: | pcp@xxxxxxxxxxx, Amer Ather <aather@xxxxxxxxxxx>, Coburn Watson <cwatson@xxxxxxxxxxx>, Brendan Gregg <bgregg@xxxxxxxxxxx> |
| Delivered-to: | pcp@xxxxxxxxxxx |
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Here it is: kernel.pct.cpu.user = 100 * kernel.all.cpu.user / hinv.ncpu kernel.pct.cpu.sys Â= 100 * kernel.all.cpu.sys / hinv.ncpu Same definition Amer posted before. Think it came from:
Here are two sample responses I just took, 1 second apart: { Â "timestamp": { Â Â "s": 1406575780, Â Â "us": 397728
 },  "values": [   {    "pmid": 2143289345,    "name": "kernel.pct.cpu.user",    "instances": [
    {      "value": 5.35574E+8     }    ]   }  ] } {  "timestamp": {   "s": 1406575781,
  "us": 393553  },  "values": [   {    "pmid": 2143289345,    "name": "kernel.pct.cpu.user",    "instances": [
    {      "value": 5.35574E+8     }    ]   }  ] } Since I'm calculating deltas, the precision only gives me full percentage points at this stage. In this case, since the system was idle, it was either 0 (like the response samples) or 1.
![]() Let me know if there's anything wrong with the definitions. Thanks, Martin On Sat, Jul 26, 2014 at 12:40 AM, Ken McDonell <kenj@xxxxxxxxxxxxxxxx> wrote:
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