1. ISEN 315 Spring 2011 Dr. Gary Gaukler

2. Hierarchy of Planning Forecast of aggregate demand over time horizon Aggregate Production Plan: determine aggregate production and workforce levels over time horizon Master Production Schedule: Disaggregate the aggregate plan and determine per-item production levels Materials Requirements Planning: Detailed schedule for production/replenishment activities

3. Push and Pull Production Control The inventory control methods covered so far are useful for independent demand situations: Now, introduce methods to deal with dependent demand:

4. Push and Pull Production Control Push system: Determines when and how much to produce based on forecasts of future demands Pull system: Initiates production of an item only when the item is requested

5. 1.Master production schedule 2.Bill of material (BOM) 3.Inventory availability 4.Purchase orders outstanding 5.Lead times Effective use of dependent demand inventory models requires the following Dependent Demand

6. Specifies what is to be made and when MPS is established in terms of specific products The MPS is a statement of what is to be produced, not a forecast of demand Master Production Schedule

7. MPS Example Example: How to determine MPS?

8. List of components, ingredients, and materials needed to make product Provides product structure Items above given level are called parents Items below given level are called children Bill of Materials

9. B (2) Std. 12 Speaker kit C (3) Std. 12 Speaker kit w/ amp-booster 1 E (2) F (2) Packing box and installation kit of wire, bolts, and screws Std. 12 Speaker booster assembly 2 D (2) 12 Speaker D (2) 12 Speaker G (1) Amp-booster 3 Product structure for Awesome (A) ALevel0 BOM Example

10. B (2) Std. 12 Speaker kit C (3) Std. 12 Speaker kit w/ amp-booster 1 E (2) F (2) Packing box and installation kit of wire, bolts, and screws Std. 12 Speaker booster assembly 2 D (2) 12 Speaker D (2) 12 Speaker G (1) Amp-booster 3 Product structure for Awesome (A) ALevel0 Part B:2 x number of As = Part C:3 x number of As = Part D:2 x number of Bs + 2 x number of Fs = Part E:2 x number of Bs + 2 x number of Cs = Part F:2 x number of Cs = Part G:1 x number of Fs = BOM Example

11. The time required to purchase, produce, or assemble an item For purchased items – the time between the recognition of a need and the availability of the item for production For production – the sum of the order, wait, move, setup, store, and run times Lead Times

12. ||||||||||||||||1234567812345678||||||||||||||||1234567812345678 Time in weeks F 2 weeks 3 weeks 1 week A 2 weeks 1 week D E 2 weeks D G 1 week 2 weeks to produce B C E Start production of D Must have D and E completed here so production can begin on B Time-phased Product Structure

13. Starts with a production schedule for the end item – 50 units of Item A in week 8 Using the lead time for the item, determine the week in which the order should be released – a 1 week lead time means the order for 50 units should be released in week 7 This step is often called lead time offset or time phasing Determining Gross Requirements

14. From the BOM, every Item A requires 2 Item Bs – 100 Item Bs are required in week 7 to satisfy the order release for Item A The lead time for the Item B is 2 weeks – release an order for 100 units of Item B in week 5 The timing and quantity for component requirements are determined by the order release of the parent(s) Determining Gross Requirements

15. The process continues through the entire BOM one level at a time – often called explosion By processing the BOM by level, items with multiple parents are only processed once, saving time and resources and reducing confusion Determining Gross Requirements

16. Gross Requirements Plan

17. available inventory net requirements on hand scheduled receipts +–= total requirements gross requirements allocations + The Logic of Net Requirements

18. Net Requirements Plan

20. Starts with a production schedule for the end item – 50 units of Item A in week 8 Because there are 10 Item As on hand, only 40 are actually required – (net requirement) = (gross requirement - on- hand inventory) The planned order receipt for Item A in week 8 is 40 units – 40 = 50 - 10 Net Requirements Plan

21. Following the lead time offset procedure, the planned order release for Item A is now 40 units in week 7 The gross requirement for Item B is now 80 units in week 7 There are 15 units of Item B on hand, so the net requirement is 65 units in week 7 A planned order receipt of 65 units in week 7 generates a planned order release of 65 units in week 5 Net Requirements Plan

22. A planned order receipt of 65 units in week 7 generates a planned order release of 65 units in week 5 The on-hand inventory record for Item B is updated to reflect the use of the 15 items in inventory and shows no on-hand inventory in week 8 Net Requirements Plan

23. Lot Sizing For MRP Systems Given: Net requirements Determine: When and how much to produce / order

24. 12345678910 Gross requirements 353040010403003055 Scheduled receipts Projected on hand 3535000000000 Net requirements 03040010403003055 Planned order receipts 30401040303055 Planned order releases 30401040303055 Simplest Lot Sizing: Lot-for-Lot

25. Lot Sizing For MRP Systems Assumptions: Consider only one item Demand known and deterministic Finite horizon No shortages No capacity constraints

26. Lot Sizing For MRP Systems Problem formulation:

27. Lot Sizing For MRP Systems Does this look like an EOQ problem?

28. 12345678910 Gross requirements 353040010403003055 Scheduled receipts Projected on hand 3535000000000 Net requirements 030007040016 Planned order receipts 73737373 Planned order releases 73737373 Holding cost = $1/week; Setup cost = $100; Average weekly gross requirements = 27; EOQ = 73 units EOQ Lot Size Example

29. How did we obtain EOQ?

30. Lot Sizing: Silver-Meal Heuristic In any given period, produce to cover demand in a future period as long as the average cost per period is reduced by doing so Algorithm: 1.Start in period 1. Calculate C(t): average per-period cost if all units for next t periods produced in period 1. 2.Select lowest t such that C(t)<C(t+1): t* 3.Produce t* in period 1 4.Repeat, starting from period t*+1

31. Silver-Meal Example Assume net requirements are 18, 30, 42, 5, 20 Setup cost for production is $80 Holding cost $2 per unit per period