Author(s): Y Saritha, K Satish Kumar and K Chandan

Abstract: This paper is to analyze an M^X/G/1 vacation queueing system with server timeout. We consider single server vacation queueing system that operates in the following manner; when the system is empty, the server waits for fixed time C. At the expiration of this time, if no one arrives into the system then server takes vacation. If anyone arrived into the system during the time as well as in vacation the server commence service exhaustively and obtained an expression for expected system length of this queueing system. Numerical results are also illustrated.

Pages: 131-135 | Views: 1189 | Downloads: 28

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