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Aggregate Planning: Example (Adapted from Chase and Aquilano, “Fundamentals of Operations Management”, Irwin Pub., 1991)

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Presentation on theme: "Aggregate Planning: Example (Adapted from Chase and Aquilano, “Fundamentals of Operations Management”, Irwin Pub., 1991)"— Presentation transcript:

1 Aggregate Planning: Example (Adapted from Chase and Aquilano, “Fundamentals of Operations Management”, Irwin Pub., 1991)

2 Example: Introduction A vacuum cleaner manufacturer tries to “plan ahead” in order to effectively address the seasonal variation appearing in the annual demand of its products. A planning horizon of 6 months is used. The (aggregate) demand forecast for the next six months along the number of working days are as follows:

3 Example: Introduction (cont.) The associated cost break-down is as follows:

4 Example: Introduction (cont.) Starting and Operating Conditions:

5 The tabular approach: Computing net requirements

6 Plan 1: Demand Chasing Produce exactly the quantities required for each period through regular labor, by varying the workforce size.

7 Plan 1: Demand Chasing (cont.)

8 Plan 2: Minimum Production Workforce + Subcontracting Adjust the workforce so that the minimal monthly demand is met through regular labor. Subcontract all excess demand.

9 Plan 2: Minimum Production Workforce + Subcontracting

10 Plan 3: Anticipatory (Seasonal) Inventories + Backlogging Employ the minimal workforce level that can cover the total production requirements over the considered planning horizon, by working only regular hours. Take care of the demand fluctuations by building anticipatory inventories and/or backlogging excess demand.

11 Plan 3: Anticipatory (Seasonal) Inventories + Backlogging (cont.)

12 Analytical Approach: A Linear Programming Formulation min TC =  t ( PC t *P t +WC t *W t +OC t *O t +HC t *H t +FC t *F t + SC t *S t +IC t *I t +BC t *B t ) s.t.  t, P t +I t-1 +S t = (D t -B t )+B t-1 +I t  t, W t = W t-1 +H t -F t  t, 5*P t  WD t *W t +O t  t, I t  0.25*D t   = 0  t, P t, W t, O t, H t, F t, S t, I t, B t  0 ()


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