SAP PP Plant Number Ranges for MRP PRs

SAP PP Plant Number Ranges for MRP PRs

Introduction

MRP is the process to guarantee the material/stock availability. This is required to procure or produce the required quantities on time for production/internal purpose or for sales.

Most of the companies used to have a different number range for the MRP PRs irrespective of the plant. But for the companies with many plants may need to identify the procurement proposals by the MRP PR number itself. This document will guide you to have different number ranges for different plants in SAP for MRP process.

Steps to follow

Step 1

Define a new number range

IMG path: Production->Material Requirements Planning->Number Ranges->Define Number Ranges for Planning Run TCode – OMDN

Select ‘Intervals’ under ‘Purchase Requisitions’. Click on ‘Change interval’ button. From the next window click on ‘New item’ icon and define the new number range there with a proper sequence.

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">

Define the number ranges according to your plants. (If you have 10 plants, you have to define ten new number ranges.)

Step 2

Assign number ranges to plants

IMG path: Production->Material Requirements Planning->Number Ranges->Define Number Ranges for Planning Run

Select ‘Number ranges’ under ‘Purchase Requisitions’. All the plants will be listed down there and will show the default number range assignment for the planning run. Go to the change mode and Select the particular plant and edit the number range. Save the changes.

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Here I have provided a different number range(07) for ‘plant 1’ and kept the remaining configurations same for the other plants. Save the changes.

Step 3

Run the MRP and check the results.

For plant 1

For plant 2

You can see two different number ranges applied during the MRP run depending on the plants.

Eg: Plant 1 MRP PR # : 100000021

      Plant 2 MRP PR # : 10003502

NOTE

This configuration will overwrite the entries defined under ‘Purchasing’.