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Delay Analysis of IEEE 802.11 Based Ad-Hoc Network Under Unsaturated Condition

机译:不饱和条件下基于IEEE 802.11的Ad-Hoc网络的时延分析

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摘要

Recently, IEEE 802.11 wireless ad-hoc networks become popular due to their flexibility and lack of infrastructure. Also they can easily be set up and almost available anywhere and anytime. Most researches which evaluate performance of these type of networks suppose saturation condition for the sake of analytical simplicity. However, most recent applications have ON/OFF property that causes unsaturation condition. In order to have that condition, each node is modeled by a M/G/1 Markov model and has Poisson distribution as its packet arrival model. Based on these assumptions, average and variance of service time are analyzed accurately. Delay as an important QoS parameter in time critical applications, is analyzed precisely in this paper. Computing service time variance ables us to evaluate average packet delay by Pollaczek-Khinchin equation. It also helps us to estimate probability density function of its service time. To prove our analytic results, extensive simulations have been done, which show that the analytical and simulation results match perfectly.
机译:最近,IEEE 802.11无线自组织网络因其灵活性和缺乏基础结构而变得流行。它们也可以轻松设置,几乎可以随时随地使用。为了简化分析,大多数评估这类网络性能的研究都假定饱和条件。但是,最新的应用程序具有导致不饱和条件的ON / OFF属性。为了具有该条件,每个节点都通过M / G / 1马尔可夫模型进行建模,并将Poisson分布作为其数据包到达模型。基于这些假设,可以准确地分析服务时间的平均值和方差。在时间紧迫的应用中,延迟是重要的QoS参数,在本文中进行了精确分析。计算服务时间方差使我们能够通过Pollaczek-Khinchin方程评估平均数据包延迟。它还有助于我们估计其服务时间的概率密度函数。为了证明我们的分析结果,已经进行了广泛的仿真,这表明分析和仿真结果完全匹配。

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