Question

Macon Controls produces three different types of control units used to protect industrial equipment from overheating. Each of these units must be processed by a machine that Macon considers to be their process bottleneck. The plant operates on two​ 8-hour shifts, 5 days per​ week, 52 weeks per year. The table below provides the time standards at the​ bottleneck, lot​ sizes, and demand forecasts for the three units. Because of demand​ uncertainties, the operations manager obtained three demand forecasts​ (pessimistic, expected, and​ optimistic). The manager believes that a 30 percent capacity cushion is best.

Component 40 Processing (hr/unit) 0.04 0.2 0.05 Setup (hr/lot) Lot Size (units/lot) Pessimistic 14,000 75 9,000 8.8 120 18,00

a. How many machines are required to meet minimum​ (Pessimistic) demand, expected​ demand, and maximum​ (Optimistic) demand? ​(Enter your responses rounded up to the next whole​ number.)


Demand Forecast Capacity Requirement​ (M)
Pessimistic _________ machines
Expected _________ machines
Optimisti _________ machines

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Answer #1

Available capacity (hrs.) = 2 * 8 * 5 * 52 = 4,160 hrs.

Utilization = 1 - capacity cushion = 1 - 0.30 = 0.70

So, utilizable capacity = 4160*0.70 = 2,912 hrs.

Component Processing time Setup time Lot size Demand (P) Demand (E) Demand (O)
A 0.04 1.0 40 14,000 17,000 27,000
B 0.20 4.5 75 9,000 12,000 17,000
C 0.05 8.8 120 18,000 23,000 35,000
Pessimistic Workload (hrs.) Capacity (hrs.) No. of m/c No. of m/c rounded up
A 910
B 2,340
C 2,220
Total 5,470 2,912 1.88 2
Expected Workload (hrs.) Capacity (hrs.) No. of m/c No. of m/c rounded up
A 1,105
B 3,120
C 2,837
Total 7,062 2,912 2.43 3
Optimistic Workload (hrs.) Capacity (hrs.) No. of m/c No. of m/c rounded up
A 1,755
B 4,420
C 4,317
Total 10,492 2,912 3.60 4

B 1 Component Processing time Setup time Lot size Demand (P) Demand (E) Demand (0) A 0.04 0.2 0.05 1 4.5 8.8 40 75 120 14000

Calculations:

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