SSIS, FlatFile Destination with Multiple record types and formats

  • Hello all,
    I have a requirement to create a flat file for a one of our vendors that has fixed length columns and multiple record types. Each Record type has a different length. Source data is staged in  SQL tables, I'm using VS2015 and SQL Server 2016.
    So far, I have set up my package with 6 data flows to :
    1. OLE DB Source to get File Header and write out to Flat File destination  > Fileabc.txt
    2. OLE DB Source to get Batch Header and write out to Flat File destination > Fileabc.txt (OverWrite is unchecked so that data is appended)
    3. OLE DB Source to get E Records and write out to Flat File destination > Fileabc.txt (OverWrite is unchecked so that data is appended)
    4. OLE DB Source to get W Records and write out to Flat File destination > Fileabc.txt (OverWrite is unchecked so that data is appended) **This is the part I'm having trouble with
    5. OLE DB Source to get Batch Trailer and write out to Flat File destination > Fileabc.txt (OverWrite is unchecked so that data is appended)
    6. OLE DB Source to get File Trailer and write out to Flat File destination > Fileabc.txt (OverWrite is unchecked so that data is appended)

    Header and trailer data is stored in an audit table. The E records and W records are stored in separate tables, both of which have EmployeeID.
    So, each dataflow selects concatenated data(as 1 column) from an sql table and writes to the same flat file destination, using separate flat file connection managers.  Each flat file connection manager has Format-Ragged Right, row delimiter is CR/LF.
    My question/difficulty is how to ensure each E record is followed by 0 to many related W records in the flat file.  The EmployeeID is not a field on the W record layout specification.  I am successful at getting the File and Batch headers, E Records and the File and Batch trailers in the proper layout and sequence.  I'm just not seeing how to add the W records into the mix in the correct sequence.  And then, B records too (haven't included details on those, once I get the W records done, I'll just apply the same technique)

    Here is a visual of what I need as output  (all columns are fixed length and should line up, but it is difficult to do that in the editor):

    HFile Header Record
    BBatch Header Record  
    E10  John       Smith     12 3rd St     AnyTown     NYYM2018-01-04          
    W2007    50.00     2   Chief Cook
    W2007.1 40.00     2   Chief Cook
    W1998    10.00     2   Chief Cook
    BOtherDataForJohnSmith
    E20    Jane      Doe     987 8th Ave   AnyTown     NYNF2018-08-172018-12-31
    W2002    25.00     1   Bottle Washer
    W2008     5.00      1   Bottle Washer
    W2022     2.00      1   Bottle Washer
    BOtherDataForJane
    TBatchTrailerRowCount
    FFileTrailerRowCount

    Here is the table defs and insert for play data:

    USE

    AHMC

    GO

    DROP

    TABLE IF EXISTS #WRecs

    CREATE TABLE #WRecs
    ([EmployeeID] [varchar](15) NOT NULL,

    [TaxCode] [varchar](12) NOT NULL,

    [QTDTotalWithheld] [decimal](12, 2) NULL,

    [Exemptions] [int] NULL,

    [JobTitle] [varchar](255) NULL,

    [ExtractDate] [datetime] NOT NULL

    )

    INSERT

    INTO #WRecs

    SELECT '10'

    ,'2007'

    ,50.00

    ,2

    ,'Chief Cook'

    ,GETDATE()

    UNION ALL

    SELECT '10'

    ,'2007.1'

    ,40.00

    ,2

    ,'Chief Cook'

    ,GETDATE()

    UNION ALL

    SELECT '10'

    ,'1998'

    ,10.00

    ,2

    ,'Chief Cook'

    ,GETDATE()

    UNION ALL

    SELECT '20'

    ,'2002'

    ,25.00

    ,1

    ,'Bottle Washer'

    ,GETDATE()

    UNION ALL

    SELECT '20'

    ,'2008'

    ,5.00

    ,1

    ,'Bottle Washer'

    ,GETDATE()

    UNION ALL

    SELECT '20'

    ,'2022'

    ,2.00

    ,1

    ,'Bottle Washer'

    ,GETDATE()

    ;

    DROP TABLE IF EXISTS #ERecs

    CREATE TABLE #ERecs

    ([EmployeeID] [varchar](15) NOT NULL,

    [EmployeeNumber] [varchar](20) NOT NULL,

    [FirstName] [varchar](50) NULL,

    [LastName] [varchar](50) NULL,

    [Address1] [varchar](50) NULL,

    [City] [varchar](50) NULL,

    [State] [varchar](5) NULL,

    [PostalCode] [varchar](12) NULL,

    [OnlinePostingInd] [varchar](1) NULL,

    [Gender] [varchar](1) NULL,

    [HireDate] [varchar](10) NULL,

    [TerminationDate] [varchar](10) NULL,

    [Dept] [varchar](12) NULL,

    [ExtractDate] [datetime] NOT NULL)


    INSERT INTO #ERecs

    SELECT '10'

    ,'200'

    ,'John'

    ,'Smith'

    ,'12 3rd St'

    ,'AnyTown'

    ,'NY'

    ,'10017'

    ,'Y'

    ,'M'

    ,'2018-01-04'

    ,NULL

    ,'D1'

    ,GETDATE()

    UNION ALL

    SELECT '20'

    ,'001'

    ,'Jane'

    ,'Doe'

    ,'987 8th Ave'

    ,'AnyTown'

    ,'NY'

    ,'10043'

    ,'N'

    ,'F'

    ,'2010-08-17'

    ,'2018-12-31'

    ,'D5'

    ,GETDATE()

    ;


    Thanks in advance for any help/suggestions...

  • So what i'm understanding is that you need to output different rec formats within the same flat file. 
    Anytime i need to output fixed width i usually stage the data in a table that is setup with Char columns at the widths i need them. 

    So I took your tables and changed them to be all Char types and inserted the data you provided.

    Then found an example of XML output that will get the entire row into a single string (one column) then unioned both these tables together so you can deal with all different record layouts within a single data flow since there is only 1 column of varchar(max type). probably need to change this to a fixed width Char(300) or something to make sure the last column is properly padded. 
    Here is a screenshot to show you what it looks like. 

    USE sandbox
    GO
    select CAST(
        (
       select (
         select ''+T2.N.value('./text()[1]', 'varchar(max)')
         from (
           select T.*
           for xml path(''), type
           ) as T1(N)
          cross apply T1.N.nodes('/*') as T2(N)
         for xml path(''), type
         ).value('substring(./text()[1], 3)', 'varchar(max)')
       --for xml path(''), type
       ) AS VARCHAR(MAX    )) AS myrecord
    from dbo.WRecs as T
    UNION ALL

    select CAST(
        (
       select (
         select ''+T2.N.value('./text()[1]', 'varchar(max)')
         from (
           select T.*
           for xml path(''), type
           ) as T1(N)
          cross apply T1.N.nodes('/*') as T2(N)
         for xml path(''), type
         ).value('substring(./text()[1], 3)', 'varchar(max)')
       --for xml path(''), type
       ) AS VARCHAR(MAX    )) AS myrecord
    from dbo.eRecs as T

    Edit: this came from an example i found here, Also there may be other methods to concatenate these but i've used the XML methods before so that's what i was looking for. 

  • Thanks for your suggestion and clear demonstration.  The issue I am having isn't so much getting different record layouts into a single flat file (I can do that with the headers, detail/E records and trailers), it is more about getting the related records in the correct sequence.  An E record has to be followed by the related W records.
    Here is a snip of a better representation of what I need. Just a partial portion of each record is shown. The W records have the tax code. The employee id is not in the output flat file on the W records.
    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

  • OK, yeah i need to read things more closely. So you are already concatenating the columns then writing output to the SAME flat file using different flat file destinations. 
    So you do one data flow then dump to the file. (overwrite for the first one then append all the rest)
    does this happen in some kind of nested loop? Are there multiple batches in a single file?

    So what i would do is concatenate these and dump it all back into a sql table with the needed sort info so you can do a single query ordered by your sort fields and dump the concatenated data into the the flat file using a single destination.

  • No nested loop, one batch per file.  Here is what the control flow looks like:
    data:image/png;base64,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

    And each data flow is simply an sql query writing out to a flat file destination.
    Like this:
    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

      Each dataflow has it's own flat file connection manager, all of which point to the same data set name. First one overwrites, all rest append.

    I'm starting to consider padding the E recs with spaces to make them the same length as the W recs. Adding the EmployeeID at the end of both E and W recs so I can Union All and sort.  Then I'll have to trim the w recs to the specified length.  Still struggling with this part...how can I keep the record sequence while writing rows with different lengths to the same flat file destination...
    I suspect a script component may be in my future, something I'm not well versed in...

  • AlphaTangoWhiskey - Tuesday, January 22, 2019 8:45 AM

    OK, yeah i need to read things more closely. So you are already concatenating the columns then writing output to the SAME flat file using different flat file destinations. 
    So you do one data flow then dump to the file. (overwrite for the first one then append all the rest)
    does this happen in some kind of nested loop? Are there multiple batches in a single file?

    So what i would do is concatenate these and dump it all back into a sql table with the needed sort info so you can do a single query ordered by your sort fields and dump the concatenated data into the the flat file using a single destination.

    This is the only way I could think of too. But making this work as a fixed-width output is a bit of a nightmare ... all of the columns in the queries will need to be padded out appropriately.

    The absence of evidence is not evidence of absence
    - Martin Rees
    The absence of consumable DDL, sample data and desired results is, however, evidence of the absence of my response
    - Phil Parkin

  • I guess going back to your original question of how to get the related W recs with this setup i would set a variable in the E recs data flow with the value that you need for selecting W recs. 
    Do this with a script component transformation that uses a read/write variable.
    Inside the script create a class level variable that you can set with the key value. 
    I'm thinking that you cant update the variable value withing the input buffer method... vaguely remembering something like that...could have been from SSIS  2005 🙂
    Anyway pretty sure you can do it in post execute method, something like Variables.Name.value = ClassLevelVariable
    Or maybe its something like DTS.Variables["VarNameFromPackage"].value = ClassLevelVariable
    Class level is just another way of saying a global variable. It must be accessible from the ProcessInput and from PostExecute methods. 

    Then when you hit the W recs data flow you add that var as a parameter to the OLE Source.

    MyWrecValue = ? -- in the sql statement
    then click on parms button and map the parm to the variable. If you need to have more variables then you just use the "?" and they map in order of appearance in the SQL statement.

  • This is what I have now...
    My OLE DB Source selects multiple columns concatenated into 1 column, along with EmployeeID and RecordType (E or W respectively)
    The E records are supposed to be 258 bytes long, while the W records are 651.
    The Union All and Sort work great and from the data viewer, it all looks really good.  I would just have to trim off the EmployeeID and the RecordType.
    But the Flat File destination seems to not be set up to allow for the inconsistent record lengths. Even though I have the flat file connection manager set to ragged right, all the CR/LF are in position 651, instead of 258 for the E records.
    But here is an interesting thing...when I copy the data out of the data viewer (after the sort), the CR/LF characters are where they should be for the E records, position 258.  And the CR/LF characters are in the correct position (651) for the W records as well.  Have I gotten something wrong with the flat file connection manager?  What else should I look at?

    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    Flat file Connection Manager:
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

    So close, yet so far...

  • Are you able to create a staging table?

    What I would do is have your data flows populate the staging table. Your staging table should have a LineText column for the text data, and then one or more sequencing columns to sort your rows. So it might look like this:

    When you populate your staging table from your different sources, you format LineText with the contents as it should appear in the flat file.

    In your SSIS dataflow source, use "SQL command" for the data access mode instead of a table or view:
     
    WARNING 1: Make sure you truncate the staging table before each run!
    WARNING 2: I would caution you against using the Sort SSIS transformation in SSIS. Sort is a performance hog that will kill your ETL Server. Instead I would toggle the IsSorted property for your OLEDB Source to "True", since you are sorting using your ORDER BY clause. (This is under the Input and Output Properties tab in the Advanced Editor).

  • I have created a staging table as suggested.

    CREATE TABLE [dbo].[ADPQuarterMixed](

    [ExtractDate] [datetime] NOT NULL,

    [EmployeeID] [varchar](15) NOT NULL,

    [RecordType] [varchar](1) NOT NULL,

    [RowData] [varchar](1000) NULL            --more about this issue later


    The RowData column contains all fields concatenated from either E or W rows from their respective tables.
    When Order By EmployeeID, RecordType, it looks great.
    Here is the Data Flow:
    data:image/png;base64,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

    The OLE DB query is simply

    SELECT RowData

    FROM ADPQuarterMixed

    ORDER BY EmployeeID, RecordType

    And the flat file connection manager:

    data:image/png;base64,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

    When I look at the data from the data viewer, it looks perfect.  The CR/LF position varies according to the record type, which is the main issue now. 
    But the Flat File has all the CR/LF in a fixed rightmost position.  So, this is not good.
    What  could be happening between the data viewer and the flat file destination?

    Getting back to the staging table...for the E records, the last 35 characters are blanks. So making the RowData varchar results in these being truncated.  If I make it char, it will force the row length to be as long as the (much longer)  W record types.

    So I even tried to change the query in the package to retrieve a substring, but same results

  • Use a For Each Loop on the E records to control what is returned for the W records and then the B records in separate Data Flow Tasks inside the loop. You can have a 2nd column returned in the E records for EmployeeID which you store in a variable to then use to filter the W records and B records.

    I have also used a merge join in similar instances where I add a surrogate sort order column to each data source then use a merge join and sort after the join using the surrogate values to give me the correct order. The additonal coluns are then ignored for the export into the file.

  • I think I've got it!  The problem was with the flat file connection manager after all.
    I changed it to Delimited and used a Column delimiter of CR and a Row Delimiter of LF.

    Now it finally has created a flat file that has the CRLF in varying positions depending on the record type.

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