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首页> 外文期刊>Vehicular Technology, IEEE Transactions on >Recovering From a Node Failure in Wireless Sensor-Actor Networks With Minimal Topology Changes
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Recovering From a Node Failure in Wireless Sensor-Actor Networks With Minimal Topology Changes

机译:通过最小的拓扑变化从无线传感器角色网络中的节点故障中恢复

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摘要

In wireless sensor-actor networks, sensors probe their surroundings and forward their data to actor nodes. Actors collaboratively respond to achieve predefined application mission. Since actors have to coordinate their operation, it is necessary to maintain a strongly connected network topology at all times. Moreover, the length of the inter-actor communication paths may be constrained to meet latency requirements. However, a failure of an actor may cause the network to partition into disjoint blocks and would, thus, violate such a connectivity goal. One of the effective recovery methodologies is to autonomously reposition a subset of the actor nodes to restore connectivity. Contemporary recovery schemes either impose high node relocation overhead or extend some of the inter-actor data paths. This paper overcomes these shortcomings and presents a Least-Disruptive topology Repair (LeDiR) algorithm. LeDiR relies on the local view of a node about the network to devise a recovery plan that relocates the least number of nodes and ensures that no path between any pair of nodes is extended. LeDiR is a localized and distributed algorithm that leverages existing route discovery activities in the network and imposes no additional prefailure communication overhead. The performance of LeDiR is analyzed mathematically and validated via extensive simulation experiments.
机译:在无线传感器-角色网络中,传感器探测其周围环境并将其数据转发到角色节点。行为者协同响应以实现预定义的应用任务。由于参与者必须协调其操作,因此必须始终保持牢固连接的网络拓扑。此外,可以限制角色间通信路径的长度以满足等待时间要求。但是,参与者的故障可能导致网络划分为不相交的块,从而违反了这种连接性目标。一种有效的恢复方法是自主地重新定位参与者节点的子集以恢复连接。当代的恢复方案或者强加了高节点重定位开销,或者扩展了一些actor间的数据路径。本文克服了这些缺点,并提出了一种最小破坏性拓扑修复(LeDiR)算法。 LeDiR依靠有关网络的节点的本地视图来设计一种恢复计划,该计划可重新定位最少数量的节点,并确保任何一对节点之间的路径都不会扩展。 LeDiR是一种本地化的分布式算法,可利用网络中现有的路由发现活动,并且不会增加其他故障前通信开销。对LeDiR的性能进行了数学分析,并通过广泛的仿真实验进行了验证。

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