Analytical solution of common overflow traffic model

In this paper, the serving model with two Poisson traffics in primary group, whereupon the rejected calls of one of them are directed to the alternative groups in sequence, is investigated. Serving intensity is changed from primary and gets different values in other groups. Generating function techn...

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Hauptverfasser: Bakmaz, Bojan M., Bojkovic, Zoran S., Bakmaz, Miodrag R.
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Bakmaz, Miodrag R.
description In this paper, the serving model with two Poisson traffics in primary group, whereupon the rejected calls of one of them are directed to the alternative groups in sequence, is investigated. Serving intensity is changed from primary and gets different values in other groups. Generating function technique is used for the analytical solving steady state equations system. Obtained general solution for the state probabilities permits efficient traffic parameters calculation. For the case with secondary and ternary group, explicit solutions for traffic parameters are derived and graphically analyzed. This model is applicable in traditional and next generation networks with alternative routing and admission control.
doi_str_mv 10.1109/TELSKS.2013.6704905
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identifier ISBN: 9781479908998
ispartof 2013 11th International Conference on Telecommunications in Modern Satellite, Cable and Broadcasting Services (TELSIKS), 2013, Vol.1, p.125-128
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subjects Alternative group
Analytical models
Bandwidth
Changed serving intensity
Equations
Generating function
Mathematical model
Overflow traffic
Routing
Steady-state
Traffic parameters
title Analytical solution of common overflow traffic model
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