In: Operations Management
Use the process information provided in the following table, when the sequence of flow is A → B (any machine can be used if available) → C → D (any machine can be used if available).
Operation | Number of Units of Equipment | Design Capacity (by equipment) |
Planned Utilization (overall) |
A | 1 | 260 units/hr | 87.5% |
B | 4 | 110, 100, 140, 90 | 83.0% |
C | 1 | 270 units/hr | 65.0% |
D | 2 | 160, 115 | 70.0% |
Calculate the maximum (design) capacity and effective capacity.
(Round "Effective capacity" to 2 decimal
places.)
Design Capacity is the maximum output of machine at best operating level including overtime but may be not practical. Effective Capacity is capacity or output of the machine under ordinary or normal conditions.
Operation |
Number of Units of Equipment |
Design Capacity |
Total Design capacity |
Planned Utilization |
Planned utilization in Units (Design capacity * Planned unitization) |
A |
1 |
260 units/hr |
260 |
87.5% |
260 * 87.5% = 227.50 |
B |
4 |
110, 100, 140, 90 |
110+100+140+90 = 440 |
83.0% |
440 * 83% =365.20 |
C |
1 |
270 units/hr |
270 |
65.0% |
270* 65% =117.50 |
D |
2 |
160, 115 |
160 + 115 = 275 |
70.0% |
275 *70% =192.50 |
Total |
1,245 |
902.70 |
Therefore,
The design or maximum capacity = 260 + 440 + 270 + 275 = 1,245
Actual output (panned utilization = 902.70
Effective capacity = Actual output / Design capacity = 902.70 /1,245
= 0.7251 or 72.51%