Best Practice for logging DW loads into audit table.

  • Hi guys, I am looking for a bit of advice on  loading my DW  audit table.
    I will be recording the following data about each load:

    [Source_Package] [nvarchar](100) NOT NULL,

    [Log_ID] [int] IDENTITY(1,1) NOT NULL,

    [Log_Date] [date] NOT NULL,

    [Added_Row_Count] [int] NOT NULL,

    [Added_Financial_Total] [decimal](11, 2) NOT NULL.

    My actual Fact table load looks like this:

    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

    as you can see, I take a row count of new and updated but at the same time, I would like to take a financial total of one of the fields. How best do you think I can achieve this?
    All ideas gratefully received.

    Regards

    Dave

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