Packet delay modeling of truncated multi-process ARQ protocols for parallel communications

G. Aniba, S. Aïssa
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引用次数: 1

Abstract

This paper presents a packet transmission delay modeling for networks using multiple truncated stop-and-wait (SAW) retransmission processes. The packet transmission delay includes the packet queueing delay (PQD) and the packet reordering delay (PRD). While the first type of delay is commonly known for any SAW procedure, the latter is only introduced when multiple SAW processes are considered for parallel communications. These processes work independently while sharing the same packet traffic. By modeling the queueing buffer as an M/G/∞ model, an analytical formula for the average PQD is provided. In addition, we model the PRD as a first-order Markov chain defined by a transition probability matrix, and derive the average PRD. Analytical formulae are provided considering the general case where error probabilities are different from a transmission to another, such as in automatic repeat request (ARQ) with packet combining, and for arbitrary values of the number of multi-SAW processes and maximum number of ARQ retransmissions.
并行通信中截断多进程ARQ协议的包延迟建模
提出了一种基于多个截短停止等待(SAW)重传过程的网络数据包传输延迟建模方法。报文传输延迟包括报文排队延迟(PQD)和报文重排序延迟(PRD)。虽然第一种类型的延迟通常用于任何SAW过程,但后者仅在考虑多个SAW进程进行并行通信时才引入。这些进程独立工作,同时共享相同的数据包流量。通过将排队缓冲区建模为M/G/∞模型,给出了平均PQD的解析公式。此外,我们将PRD建模为由转移概率矩阵定义的一阶马尔可夫链,并推导出平均PRD。考虑到每次传输的错误概率不同的一般情况,例如在分组合并的自动重复请求(ARQ)中,以及任意值的多saw进程数和ARQ重传的最大次数,给出了解析公式。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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