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For the queueing system M/M/c/(c+K), where the first 'M': the Possion arrival process the second 'M': the exponential service time 'c': the number of servers 'K': the finite buffer. Hence the total capacity is c+K. I need to know the departure process of this system. 1. How to model the departure process? Poisson or IPP or MMPP or other process? 2. If the system becomes MMPP/M/c/(c+K) where MMPP represents the arrival process. Then, how to model the departure process? 3. If the service time follows the general assumption and system becomes MMPP/G/c/(c+K). Then, how to model the departure process? any suggestions are greatly appreciated. Thanks in advance. ---------- ZHANG Yan
