Chapter 9: Problem 4
Consider two adjacent stations in a line, labeled A and B. A worker at station A performs a set of tasks on a job and passes the job to station \(B\), where a second worker performs another set of tasks. There is a finite amount of space for inventory between the two stations. Currently, A and B simply do their own tasks. When the buffer is full, A is blocked. When the buffer is empty, B is starved. However, a new policy has been proposed. The new policy designates a set of tasks, some from A's original set and others from B's set, as "shared tasks." When the buffer is more than half full, A does the shared tasks before putting jobs into the buffer. When the buffer is less than half full, A leaves the shared tasks for B to do. Assuming that the shared tasks can be done equally quickly by either A or B, comment on the effect that this policy will have on overall variability in the line. Do you think this policy might have merit?
Short Answer
Step by step solution
Key Concepts
These are the key concepts you need to understand to accurately answer the question.