Consider the simple 3-station assembly line illustrated below, where the 2 machines at Station 1 are parallel, i.e., the product only needs to go through one of the 2 machines before proceeding to Station 2.
What is the bottleneck time of this process? Convert to time from units.
A. |
12 minutes |
|
B. |
20 minutes |
|
C. |
6 minutes |
|
D. |
38 minutes |
|
E. |
10 minutes |
Station 1, Machine 1 capacity = 3 units per hour
Cycle time = 60/3 = 20 minutes
Station 1, Machine 2 capacity = 3 units per hour
Cycle time = 60/3 = 20 minutes
Average cycle time for station 1 = 60/6 = 10 minutes
Now,
Capacity for station 2 = 5 units per hour
Cycle time for station 2 = 60/5 = 12 minutes
Capacity for station 3 = 10 units per hour
Cycle time for station 3 = 60/10 = 6 minutes
Highest cycle time in the system is the bottleneck time which is 12 minutes.
Hence, Option A. 12 minutes is correct answer.
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