I struggle with where clause and dates hoping for some help

  • this is my from where SQL statement

    FROM [HYP_FDMEE].[dbo].[TDATASEG] with (NoLock) LEFT JOIN [blackline].[dbo].[cimentity] ON [HYP_FDMEE].[dbo].[tdataseg].[ENTITYX] = [blackline].[dbo].[cimentity].[HFMEntityID]

    WHERE PARTITIONKEY=23

    --AND LEFT(PeriodKey,10) = '2018-02-28'

    this is a picture of the TDATASEG table
    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    So this will be run each month, around the 7th of the month for the PRIOR month.  so on April 7th, 2018 I need March 2018 data.  May 7, 2018 I need April 2018 data.  and yes the date is always as it  shows in the picture. 

    I  have no idea what the statement should be.  any help is appreciated.

  • randyetheridge - Friday, March 16, 2018 3:43 PM

    this is my from where SQL statement

    FROM [HYP_FDMEE].[dbo].[TDATASEG] with (NoLock) LEFT JOIN [blackline].[dbo].[cimentity] ON [HYP_FDMEE].[dbo].[tdataseg].[ENTITYX] = [blackline].[dbo].[cimentity].[HFMEntityID]

    WHERE PARTITIONKEY=23

    --AND LEFT(PeriodKey,10) = '2018-02-28'

    this is a picture of the TDATASEG table
    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    So this will be run each month, around the 7th of the month for the PRIOR month.  so on April 7th, 2018 I need March 2018 data.  May 7, 2018 I need April 2018 data.  and yes the date is always as it  shows in the picture. 

    I  have no idea what the statement should be.  any help is appreciated.

    Well, I can't get the image to expand so I have no idea what is shown.  I have taken the time to slightly rewrite your FROM and WHERE clauses:

    FROM
      [HYP_FDMEE].[dbo].[TDATASEG] AS [tds]  --WITH (NoLock) drop the nolock hint
      LEFT JOIN [blackline].[dbo].[cimentity] AS [ce]
        ON [tds].[ENTITYX] = [ce].[HFMEntityID]
    WHERE
      [?].[PARTITIONKEY] = 23 -- What table does this column belong to?
      AND [?].[PeriodKey] >= DATEADD(MONTH,DATEDIFF(MONTH,0,DATEADD(DAY,-6,GETDATE())) - 1,0) -- what table does the PeriodKey belong?
      AND [?].[PeriodKey] < DATEADD(MONTH,DATEDIFF(MONTH,0,DATEADD(DAY,-6,GETDATE())),0);

  • randyetheridge - Friday, March 16, 2018 3:43 PM

    this is my from where SQL statement

    FROM [HYP_FDMEE].[dbo].[TDATASEG] with (NoLock) LEFT JOIN [blackline].[dbo].[cimentity] ON [HYP_FDMEE].[dbo].[tdataseg].[ENTITYX] = [blackline].[dbo].[cimentity].[HFMEntityID]

    WHERE PARTITIONKEY=23

    --AND LEFT(PeriodKey,10) = '2018-02-28'

    this is a picture of the TDATASEG table
    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    So this will be run each month, around the 7th of the month for the PRIOR month.  so on April 7th, 2018 I need March 2018 data.  May 7, 2018 I need April 2018 data.  and yes the date is always as it  shows in the picture. 

    I  have no idea what the statement should be.  any help is appreciated.

    What is the datatype of the PeriodKey column? DATETIME or ???

    --Jeff Moden


    RBAR is pronounced "ree-bar" and is a "Modenism" for Row-By-Agonizing-Row.
    First step towards the paradigm shift of writing Set Based code:
    ________Stop thinking about what you want to do to a ROW... think, instead, of what you want to do to a COLUMN.

    Change is inevitable... Change for the better is not.


    Helpful Links:
    How to post code problems
    How to Post Performance Problems
    Create a Tally Function (fnTally)

  • partitionkey is a  field  in tdataseg
    picture  below of table tdataseg

    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

  • randyetheridge - Friday, March 16, 2018 4:11 PM

    partitionkey is a  field  in tdataseg
    picture  below of table tdataseg

    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

    Okay, so the [?] in my code becomes [tds] in my code.

  • randyetheridge - Friday, March 16, 2018 4:11 PM

    partitionkey is a  field  in tdataseg
    picture  below of table tdataseg

    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

    I  was looking for the PeriodKey datatype.  Not the PartitionKey datatype.  Fortunately, PeriodKey was included in your graphic above and it IS a DATETIME datatype.

    Based on that, it looks like Lynn's code will do the trick for you (although I've not done a deep dive on it).

    --Jeff Moden


    RBAR is pronounced "ree-bar" and is a "Modenism" for Row-By-Agonizing-Row.
    First step towards the paradigm shift of writing Set Based code:
    ________Stop thinking about what you want to do to a ROW... think, instead, of what you want to do to a COLUMN.

    Change is inevitable... Change for the better is not.


    Helpful Links:
    How to post code problems
    How to Post Performance Problems
    Create a Tally Function (fnTally)

  • thanks for all the help.  and yes the code above worked perfectly.  I really struggle with date formatting so this was a big help.

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