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The part assembly times of an assembly robot vary considerably and are described by an exponential distribution. The assembly robot is supposed to be blocked
The part assembly times of an assembly robot vary considerably and are described by an exponential distribution. The assembly robot is supposed to be blocked whenever there are more than 10 waiting of assembly orders. At peak times one can expects as many as 20 assembly orders per hour. Assume that orders arrive completely at random at the peck arrival rate. (a) What proportion of the time is the queue at maximum capacity? (b) How many orders are being turned away, on average? (c) What is the average WIP level in this system?
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