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首页> 外文期刊>Parallel and Distributed Systems, IEEE Transactions on >Time-Sensitive Utility-Based Single-Copy Routing in Low-Duty-Cycle Wireless Sensor Networks
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Time-Sensitive Utility-Based Single-Copy Routing in Low-Duty-Cycle Wireless Sensor Networks

机译:低占空比无线传感器网络中基于时间的基于效用的单拷贝路由

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摘要

Utility-based routing is a routing scheme based on a special composite utility metric. The existing utility-based routing algorithms have not yet considered the delivery delay, so that they cannot work well in low-duty-cycle wireless sensor networks (WSNs). In this paper, we present a time-sensitive utility model. A successful end-to-end message delivery will obtain a positive benefit, which linearly decreases along with an increasing delivery delay; otherwise, a failed delivery will receive zero benefit. The utility is the benefit minus the total transmission costs, no matter if the message delivery succeeds or fails. Such a utility model is analogous to the postal service in the real world. Under this novel utility model, we design two optimal time-sensitive utility-based routing algorithms for the non-retransmission setting and the retransmission-allowed setting, respectively. In our designs, we derive an iterative formula to compute the expected utility of each message delivery, and we present a binary search method to determine the optimal retransmission times. As a result, the two algorithms can achieve the optimal expected utility for each message delivery, which is the optimal balance among the concerned factors, including benefit, reliability, delay, and cost. The simulation results also prove the significant performances of our proposed algorithms.
机译:基于实用程序的路由是一种基于特殊组合实用程序度量标准的路由方案。现有的基于实用程序的路由算法尚未考虑传递延迟,因此它们无法在低占空比无线传感器网络(WSN)中正常工作。在本文中,我们提出了一个对时间敏感的实用新型。成功的端到端消息传递将获得积极的好处,随着传递延迟的增加,它会线性减少;否则,交付失败将获得零收益。不管消息传递是成功还是失败,实用程序都是收益减去总传输成本。这种实用新型类似于现实世界中的邮政。在这种新颖的实用新型下,我们分别针对非重传设置和允许重传的设置设计了两种基于时间敏感的最优基于效用的路由算法。在我们的设计中,我们得出一个迭代公式来计算每个消息传递的预期效用,并且我们提出一种二进制搜索方法来确定最佳重传时间。结果,这两种算法可以实现每次消息传递的最佳预期效用,这是相关因素(包括收益,可靠性,延迟和成本)之间的最佳平衡。仿真结果也证明了我们提出的算法的显着性能。

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