确定性服务时间队列中第一个缓冲区溢出时间的分布

A. Chydzinski, Ryszard Winiarczyk
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引用次数: 7

摘要

近年来,人们一直认为稳态参数(如小区损失概率)在作为电信网络服务质量标准时存在重要缺陷。因此,第一缓冲区溢出时间被提出作为一种替代的瞬态特性。本文研究了恒服务率队列的第一次缓冲区溢出时间问题。特别地,证明了任意初始队列大小的拉普拉斯变换及其分布的期望值公式。并对分析结果进行了数值说明。
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Distribution of the first buffer overflow time in a deterministic service time queue
It has been argued recently that steady-state parameters (like cell loss probability) have important drawbacks when used as quality of service criteria of telecommunication networks. Therefore the first buffer overflow time has been proposed as an alternative, transient characteristic. In this paper the first buffer overflow time in a constant service rate queue is studied. In particular, the formulas for Laplace transform and expected value of its distribution for any initial queue size are proven. Moreover, numerical illustrations of analytical results are presented.
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