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A Simple and Approximate Model for Nonsaturated IEEE 802.11 DCF

机译:非饱和IEEE 802.11 DCF的简单近似模型

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摘要

We propose an approximate model for a nonsaturated IEEE 802.11 DCF network that is simpler than others that have appeared in the literature. Our key simplification is that the attempt rate in the nonsaturated setting can be approximated by scaling the attempt rate of the saturated setting with an appropriate factor. Use of different scaling factors leads to variants of the model for a small buffer and an infinite buffer. We develop a general fixed-point analysis that we demonstrate can have nonunique solutions for the infinite buffer model variant under moderate traffic. Nevertheless, in an asymptotic regime that applies to light traffic, we are able to prove uniqueness of the fixed point and predict the offered load at which the maximum throughput is achieved. We verify our model using ns-2 simulation and show that our MAC access delay results are the most accurate among related work, while our collision probability and throughput results achieve comparable accuracy to [1], [2].
机译:我们提出了一种非饱和IEEE 802.11 DCF网络的近似模型,该模型比文献中出现的其他模型更简单。我们的主要简化之处在于,可以通过用适当的因子缩放饱和设置的尝试率来近似非饱和设置中的尝试率。使用不同的比例因子会导致模型的变型,适用于小缓冲区和无限缓冲区。我们开发了一个通用的定点分析,证明了在中等流量下无限缓冲模型变量可以具有非唯一解。然而,在适用于轻型交通的渐近状态下,我们能够证明不动点的唯一性,并预测达到最大吞吐量时所提供的负载。我们使用ns-2仿真验证了我们的模型,并表明我们的MAC访问延迟结果在相关工作中是最准确的,而我们的冲突概率和吞吐量结果达到的精度可与[1],[2]相提并论。

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