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Logistics Execution > Common > All Schedules > Schedule tab > Schedules > Schedule tab > Activity Demand Plan Workbench
"Demand" represents the demand for logistics services.
To associate demand with an activity schedule, you need to create an Activity Demand Plan, which details all segments of the pending logistics order.
This is done on the Activity Demand Plan Workbench, accessed from the ribbon.
The Demand Plan Workbench works similarly to the Activity Demand Workbench.
To pair demand with the activity schedule:
- Select the desired amount of logistics orders on the far-right table.
- Click Pair.
Once paired, the selected logistics orders populate the middle table.
This table offers several options:
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Validation
Validation ensures that the schedule will function appropriately once executed as an activity.
Attempts to build the activity schedule when invalid will produce an error.
Similar to other forms of validation, if an activity schedule returns an invalid test result, the responsible entity is highlighted within the Logistics Type grid, all associated constraints populate the Constraints grid, and the perpetrating constraint is highlighted.
Before an invalid activity schedule can be put into effect, all validation errors must be resolved.
Recurrence
The Recurrence function allows you to service recurring orders (e.g., scheduled standing orders).
Use the Recurrence flyout window to configure the standing order by starting date and time, end date, and recurrence pattern.
This functionality utilizes base Microsoft Dynamics 365 recurrence framework.
FIELD | DESCRIPTION |
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Start date | The effective date for the recurrence cycle. |
Start time | The effective time for the recurrence cycle. |
Time zone | The time zone for the recurrence cycle. |
No End Date | Select this option to repeat the recurrence without end. |
End After: | Select this option to end the recurrence after a specified number of iterations. |
End By: | Select this option to end the recurrence on a specified date. |
Recurrence Pattern | Select the frequency for the recurrence instances:
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