10 Replies Latest reply on May 23, 2013 8:39 AM by philmodjunk

    naming and sorting sub summaries by Contact names.

    CStovin

      Title

      naming and sorting sub summaries by Contact names.

      Post

           I have a list layout that is using a number of fields from Inventory, Lines, Order and, Contacts.

           The report I am generating shows all inventory items which are signed out.  I perform a script on layout enter:

                Show all Records

                Enter Find Mode[]

                Set Field( LINES::items_out;"*"

                Perform Find []

                Sort Records [ Restore; No dialog ]

           The sort is done by Contacts::full_name

            

           In the body of my Report Layout the Layout Setup is defined to show Records from LINES.   After the body I have a Sub - Summary Part by CONTACTS::full_name (Trailing ).  In the sub summary I have a merge field <<CONTACTS::full_name>>

           I want to have the sub summary automatically generate sections with the persons name.

           As it is, the Layout displays all the items out, and sorts them perfectly by name, but groups them all together.  If I have three contacts with and they each have 10 items out.  I want the sub summary to create 3 properly named sections.  As it is, it only creates 1 sub summary section at the bottom of the sorted "30" records and displays only the last person's name in the list.

           I've tried changing the layout set up to use records from different tables but that seems to reduce the amount of displayed items_out.

           Perhaps the CONTACTS::full_name needs another table occurance to my LINES ???

            

            

            

        • 1. Re: naming and sorting sub summaries by Contact names.
          philmodjunk

               I suspect that you are correct that you need another occurrence of Contacts, but I would need to see your current relationships to be sure.

               I think you'd also want your sub summary to be of type Leading so that you see the name, then the list of items checked out by that contact. Note that you can add both a "Print above" and a "Print Below" sub summary part when sorted by full_name

          • 2. Re: naming and sorting sub summaries by Contact names.
            CStovin

                 CONTACTS::_kp_contacts_id     <<    ORDER::_kf_contacts_id

                 ORDER::__kp_order_id  <<  LINES::_kf_orders_id

                 LINES::_kf_products_id    >>  INVENTORY::_kp_inventory_id

                  

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            • 3. Re: naming and sorting sub summaries by Contact names.
              CStovin
              /files/6a00ffff1f/relationships.jpg 1049x584
              • 4. Re: naming and sorting sub summaries by Contact names.
                CStovin

                     This Report Layout Setup uses Lines, and the sub summary is sorted by Inventory::product_category

                     I would like to do the same thing for Items Out by Name tab...  but have the sub summary sorted by CONTACTS::full_name

                      

                • 5. Re: naming and sorting sub summaries by Contact names.
                  CStovin

                       Instead this is what it looks like :

                        

                  • 6. Re: naming and sorting sub summaries by Contact names.
                    philmodjunk

                         I don't see a need for another occurrence of contacts.

                         While it's possible that either the field in your sort order doesn't match that specified in your sub summary layout part, I'd check the data type of your name field (or the result type if it's a calculation field). Make sure that it is of type text. If it's of type number, you'd get the results shown here.

                    • 7. Re: naming and sorting sub summaries by Contact names.
                      CStovin

                           That was the trick. My full_name is a calculation field, so I just changed everything to use the last_name field. 

                           Thanks Phil. 

                      • 8. Re: naming and sorting sub summaries by Contact names.
                        philmodjunk

                             The fact that it's a calculation field should not be a problem. If the RESULT TYPE specified for that field is NUMBER instead of TEXT, it would explain the results that you are getting.

                        • 9. Re: naming and sorting sub summaries by Contact names.
                          CStovin

                               you were right, the calculation of full_name was set to number... doh! 

                               In another Report where I want to show the entire inventory  ( all items both In and Out )  the layout setup is set to display records from inventory.

                               In my sub summary part, I have a summary field which is set to total the Inventory::available field when sorted by product category.  This displays fine, but on the same layout I also have a summary field which is set to total the Lines::items_out ,   but is this summary field empty because the Layout is set to only use one table " Inventory ,"  and not Lines ?

                               I have a Report layout that just shows what is out and that Layout is set to use records from Lines and it's Lines:sub_summary_items_out  field calculates the running totals per part summary when sorted by category.

                               Is it possible to display running totals by sub summary using a field from Lines and a field from Inventory ??

                                

                          • 10. Re: naming and sorting sub summaries by Contact names.
                            philmodjunk

                                 Running totals from a related table aren't likely to work for you. You may find that a copy of that field with the running total option removed may work. On the other hand, you may be able to get what you need by basing your layout on LInes instead of Inventory...

                                 A "non Running" Summary field produces an aggregate value (a value from more than one field in one record). The value returned is determined by the context in which it is used/displayed:

                            Summary field is referenced on a layout based on the table in which it was defined:

                            A group within a FoundSet

                                 If you place the summary field in a subsummary part that specifies the "break" field that grouped the records when the found set was sorted, you get a subtotal--the total for that group.

                                 In a calculation, you can use the getSummary function to access the same group based sub total.

                            All the records in a FoundSet

                                 If you put that summary field in a layout part other than the sub summary part, you get the total for all the records in the current found set.

                                 If you refer to a summary field in a calculation field defined in the same table as the summary field, it will also return a total for the current found set. (Which is why we have the GetSummary function to get sub totals in calculations.)

                            Summary field is referenced on a layout based on a table related to the table in which it was defined:

                            Not in a Filtered Portal

                                 If you place the summary field on a layout based on a related table or refer to it in a calculation defined in a related table, the relationship controls the value that is computed. It will be based on all the records in the summary field's table that are related to the current record in this table.

                                 Think of it this way, if you put a portal on this layout to the summary field's table, you'd see all the records in this portal that are used to compute the summary field's value in this context.

                            In a Filtered Portal (FileMaker 11 and newer only)

                                 If you place that summary field inside a portal with a filter, you no longer get a value based on all the related records. Instead, you see a value based on all related records for which the filter expression evaluates as True.

                                 This is a special case use of a summary field that is often implemented by putting a single row copy of a filtered portal below it with the summary field inside so that the user sees a value based on just the records visible in the larger portal.

                                 This is a "Display Only" trick as you cannot refer to the value of this field in a calculation and get the same value shown on the layout--you get the result described in "Not in a Filtered Portal" above.

                                 Note that this does not just apply to "total" summary fields, Average, Count, Maximum, standard deviation, etc all follow these same rules.