CPU troubleshooting with Perfom counters

  • I have put 2 PERFMON counters to troubleshoot high CPU utilization due to SQL server 2008 on a windows host .

    I see % processor time (red )is around 100 % constantly whereas %privileged time (green) varies and sometimes goes 100 % as well . Can I conclude something from this ?

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

  • Post more of perfmon please, including scale and in/max/average

    Gail Shaw
    Microsoft Certified Master: SQL Server, MVP, M.Sc (Comp Sci)
    SQL In The Wild: Discussions on DB performance with occasional diversions into recoverability

    We walk in the dark places no others will enter
    We stand on the bridge and no one may pass
  • 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

  • many a times  %Privilieged time is more than 30% and as per an article from Pinal Dave - https://logicalread.com/troubleshoot-high-cpu-sql-server-pd01/#.WVat4y_rtiA
    "This can be seen via Performance Monitor by monitoring the “% Privileged Time” and “% User Time” counters under the “Process” node. If “% Privileged Time” value is more than 30%, it’s generally caused by faulty system drivers or antivirus software. In such situations, make sure the BIOS and filter drivers are up-to-date, and then try disabling the antivirus software temporarily to see the change."
    Can i conclude something like this ?

  • How many CPUs does that server have?

    Gail Shaw
    Microsoft Certified Master: SQL Server, MVP, M.Sc (Comp Sci)
    SQL In The Wild: Discussions on DB performance with occasional diversions into recoverability

    We walk in the dark places no others will enter
    We stand on the bridge and no one may pass
  • 4 processors 2.6 ghz ... 16gb ram ... its a mini system hosting only one db 🙂

  • One more try.

    Can you post the perfmon showing the max, min and avg of the privileged time?
    Also, what process is that?

    CPU usage is definitely too high, but impossible to debug why with no information.

    Gail Shaw
    Microsoft Certified Master: SQL Server, MVP, M.Sc (Comp Sci)
    SQL In The Wild: Discussions on DB performance with occasional diversions into recoverability

    We walk in the dark places no others will enter
    We stand on the bridge and no one may pass
  • Query :

     

    WITH DBIO AS

    (SELECT DB_NAME(IVFS.database_id) AS db,

    CASE WHEN MF.type = 1 THEN 'log' ELSE 'data' END AS file_type,

    SUM(IVFS.num_of_bytes_read +IVFS.num_of_bytes_written)AS io,

    SUM(IVFS.io_stall) AS io_stall

    FROM sys.dm_io_virtual_file_stats(NULL, NULL) AS IVFS

    INNER JOIN sys.master_files AS MF

    ON IVFS.database_id = MF.database_id

    AND IVFS.file_id = MF.file_id

    GROUP BY DB_NAME(IVFS.database_id), MF.[type])

    SELECT db, file_type,

      CAST(1. * io / (1024 * 1024) AS DECIMAL(12, 2)) AS io_mb,

      CAST(io_stall / 1000. AS DECIMAL(12, 2)) AS io_stall_s,

      CAST(100. * io_stall / SUM(io_stall) OVER()

           AS DECIMAL(10, 2)) AS io_stall_pct,

      ROW_NUMBER() OVER(ORDER BY io_stall DESC) AS rn

    FROM DBIO


    Output :
    our
    database tempdb IO_stall_pct is more than 80 % for my instance ...
    what all to check as I don't see blockings , tempdb data and log file usage issue ?

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