回归高优先级原则下非抢占优先级令牌环网络的近似分析

M. Ooki, Y. Fukagawa, S. Murakami, S. Yoshida
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引用次数: 0

摘要

作者在回归高优先级原则下,对非抢占优先级的非对称令牌环网络进行了近似分析。对这一规律进行了描述,并基于循环时间分布的独立假设对令牌环网络进行了分析。然后,得到令牌到达时消息数的概率、平均周期时间、令牌的平均间隔时间和每个优先级级别消息的平均等待时间。为了计算较低优先级的平均等待时间,生成函数的分母的根起着重要的作用。在一些具有仿真结果的数值算例中,比较了优先级为1的非对称令牌环网络与优先级为1的非优先级令牌环网络的平均等待时间
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An approximate analysis of a token ring network with nonpreemptive priority under go-back-to-higher-priority discipline
The authors present an approximate analysis of an asymmetric token ring network with nonpreemptive priority under a new discipline named the go-back-to-higher-priority discipline. This discipline is described and the token ring network is analysed on the basis of the independent hypothesis for the distribution of the cycle time. Then, probabilities for the number of messages at the token's arrival, a mean cycle time, a mean intervisit time of the token and a mean waiting time of messages for each priority level are obtained. To calculate the mean waiting time for a lower priority level, a root of the denominator of the generating function plays an important role. In some numerical examples with simulation results, the mean waiting time for the go-back-to-higher-priority discipline is compared with that for an asymmetric token ring network with nonpreemptive priority under a one-limited discipline.<>
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