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A Novel Recursive Algorithm to Calculate the Parameters of Markov Model for IEEE 802.15.4 in Sensor Applications

机译:一种新的递归算法,用于计算传感器应用中IEEE 802.15.4的Markov模型参数

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摘要

The influence of the internet of things (IoT) has been dramatically increasing on various applications. In the recent trend, wireless sensor networks (WSN) will become an important technology of IoT. Clustering methods are a common way to improve the performance of these networks, and IEEE 802.15.4 becomes a more popular technology for WSNs. In this paper, a discrete-time Markov model is proposed for a sensor node in a cluster based on the non-acknowledge non-beaconenabled IEEE 802.15.4. This paper calculates the probability of the busy channel using a proposed recursive method and conditional probabilities. Moreover, the cumulative distribution function of the packet delivery delay, packet delivery ratio, and energy consumption per bit are obtained by proposing an absorbing Markov model. The model is investigated for various network conditions, and the results are verified in different cases using the Monte Carlo algorithm, which points to the accuracy and precision of the model.
机译:互联网的影响(物联网)在各种应用上一直在大幅增加。在最近的趋势中,无线传感器网络(WSN)将成为IOT的重要技术。聚类方法是提高这些网络性能的常用方法,并且IEEE 802.15.4成为WSN的更流行的技术。在本文中,基于非确认非BeaConenabled IEEE 802.15.4,提出了一种离散时间马尔可夫模型的集群中的传感器节点。本文使用所提出的递归方法和条件概率来计算忙道的概率。此外,通过提出吸收马尔可夫模型获得分组输送延迟,分组输送比和能量消耗的累积分布函数。研究了模型进行各种网络条件,并且使用蒙特卡罗算法在不同情况下验证结果,该算法指向模型的准确性和精度。

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