GI/Gemo/C/∞ Queue Model with Multiple Vacations and Repairable Properties
GAN Na
HUANG Yufeng
LU Xiaomei
Abstract：Aiming at the limitation of the traditional Erlang queuing model,GI/Gemo/C/∞ repairable queuing model with the exhaustive service and multiple vacation is established.This model improves the Erlang-A queuing model,the service time dis-tribution of Erlang-A queuing model is extended to geometric distribution,and joined the vacation,repairable property,the sto-chastic decomposition of steady state queue length in GI/Gemo/C/∞ repairable queuing system with the exhaustive service and multiple vacation is analyzed,and the stationary distribution and performance indexes of the model are obtained.Combining the nu-merical examples and computer simulation,the relationship between some queuing performance indexes is obtained,which proves that the model is an effective queuing model and has practical application value.
Keywords：Erlang-A queuing modelmultiple vacationrepairableperformance index
Publication Date：2018-01-01
Online Publishing Date：2025-08-15(First online date of this platform, not the publication date of the document)
Pages：5( 231-235 )