Analysis of mixed priority retrial queueing system with two way communication and working breakdown
Publish place: Journal of Mathematical Modeling، Vol: 6، Issue: 2
Publish Year: 1397
Type: Journal paper
Language: English
View: 103
This Paper With 18 Page And PDF Format Ready To Download
- Certificate
- I'm the author of the paper
Export:
Document National Code:
JR_JMMO-6-2_006
Index date: 8 June 2024
Analysis of mixed priority retrial queueing system with two way communication and working breakdown abstract
Incoming calls are arrive at the service system according to compound Poisson process. During the idle time, the server making an outgoing call with an exponentially distributed time. If the incoming call that finds the server busy will join an orbit. Here we use mixed priority services i.e., an arriving call may interrupt the service of an outgoing call or join the retrial queue (orbit). The server takes Bernoulli vacation. The server may become inactive due to normal as well as abnormal breakdown. After the completion of service, vacation and repair the server is in idle state. We consider reneging to occur at the orbit. Using supplementary variable technique, the stability condition is derived.
Analysis of mixed priority retrial queueing system with two way communication and working breakdown Keywords:
Mixed priority queueing systems , two way communication , retrial queue , working breakdown , negative arrival , Bernoulli vacation
Analysis of mixed priority retrial queueing system with two way communication and working breakdown authors
Ayyappan Govindan
Faculty and Head of Mathematics, Pondicherry Engineering College, India
Udayageetha Jayaraj
Faculty of Mathematics, Perunthalaivar Kamarajar Arts College, India