An iteratively tuned fuzzy logic movement model in WSN using particle swarm optimization

A. Rafiei, Y. Maali, M. Abolhasan, D. Franklin, Stephen Smith
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引用次数: 2

Abstract

In contrast to adding new nodes, relocation of deployed nodes in mobile wireless sensor networks seems to be an effective solution to cope with undesirable, unpredictable and uncontrolled network topology changes due to nodes' drift and failure. At the price of less global control, there is a trend in recent years towards giving nodes more autonomy and devising localized relocation algorithms to address challenges of network topology control in harsh and hostile environments in the absence of centralized control. Inspired by laws of nature, a large variety of distributed node relocation algorithms have been designed to alleviate undesirable oscillations caused by local interactions and uncertainties among autonomous nodes as they reach their desired formations. Force-based distributed relocation algorithms governed by virtual push-pull forces among autonomous nodes are among such aforesaid algorithms. Adapting fuzzy logic model in exerting proper amount of forces to reduce node movement oscillation seems to be promising as its conforms well with uncertainties and interactions of autonomous nodes. However, parameters of fuzzy logic relocation model should be tuned so to enable nodes to exert proper amount of forces among their in-range neighbours. In this paper, by using particle swarm optimization, parameters of fuzzy relocation model are obtained based on the desired combinations of performance metrics within nodes' range in each movement iteration. The result shows that our model either outperforms or matches DSSA movement model.
基于粒子群优化的WSN模糊逻辑运动迭代调谐模型
相对于增加新节点,移动无线传感器网络中已部署节点的迁移似乎是一种有效的解决方案,以应对由于节点漂移和故障而导致的不希望的、不可预测的和不受控制的网络拓扑变化。以较少的全局控制为代价,近年来出现了一种趋势,即赋予节点更多的自主权,并设计本地化的重新定位算法,以解决在缺乏集中控制的恶劣和敌对环境中网络拓扑控制的挑战。受自然规律的启发,人们设计了各种分布式节点重新定位算法,以减轻自治节点在到达期望的位置时由于局部相互作用和不确定性引起的不良振荡。基于力的分布式重定位算法是由自治节点之间的虚拟推拉力控制的。采用模糊逻辑模型施加适当的力来减小节点的运动振荡似乎是有希望的,因为它很好地符合自治节点的不确定性和相互作用。然而,模糊逻辑重定位模型的参数需要调整,以使节点在其范围内的邻居之间施加适当的力。本文采用粒子群算法,根据每次运动迭代中节点范围内性能指标的期望组合,得到模糊重定位模型的参数。结果表明,我们的模型优于或与DSSA运动模型相匹配。
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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