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Link Availability Based Mobility-Aware Max-Min Multi-Hop Clustering (M~4C) for Mobile Ad Hoc Networks

机译:基于链接可用性的移动自组织网络基于感知移动性的最大-最小多跳群集(M〜4C)

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摘要

Mobile Ad Hoc Networks (MANETs) have inherently dynamic topologies. Due to the distributed, multi-hop nature of these networks, random mobility of nodes not only affects the availability of radio links between particular node pairs, but also threatens the reliability of communication paths, service discovery, even quality of service of MANETs. In this paper, a novel Markov chain model is presented to predict link availability for MANETs. Based on a rough estimation of the initial distance between two nodes, the proposed approach is able to accurately estimate link availability in a random mobility environment. Furthermore, the proposed link availability estimation approach is integrated into Max-Min d-clustering heuristic. The enhanced clustering heuristic, called M~4C, takes node mobility into account when it groups mobile nodes into clusters. Simulation results are given to verify the approach and the performance improvement of clustering algorithm. It also demonstrates the adaptability of M~4C, and shows that M~4C is able to achieve a tradeoff between the effectiveness of topology aggregation and cluster stabilities. The proposed algorithm can also be used to improve the availability and quality of services for MANETs.
机译:移动自组织网络(MANET)具有固有的动态拓扑。由于这些网络的分布式,多跳性质,节点的随机移动性不仅影响特定节点对之间的无线链路的可用性,而且还威胁到通信路径的可靠性,服务发现甚至MANET的服务质量。在本文中,提出了一种新颖的马尔可夫链模型来预测MANET的链路可用性。基于对两个节点之间的初始距离的粗略估计,所提出的方法能够准确地估计随机移动性环境中的链路可用性。此外,所提出的链路可用性估计方法被集成到Max-Min d聚类启发式算法中。称为M〜4C的增强型集群试探法在将移动节点分组为集群时考虑了节点移动性。仿真结果验证了聚类算法的有效性。它还证明了M〜4C的适应性,并表明M〜4C能够在拓扑聚合的有效性和集群稳定性之间进行权衡。所提出的算法还可以用于提高MANET服务的可用性和质量。

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