无线传感器网络中机会转发的分布式唤醒调度

Chul-Ho Lee, Do Young Eun
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引用次数: 9

摘要

在无线传感器网络(WSNs)中,传感器节点通常受到能量限制,并且经常容易发生拓扑变化。当\emph{占空}比被广泛应用于无线传感器网络的节能时,\emph{随机漫步}由于其许多固有的理想特性而在许多延迟容忍应用中受到欢迎。本文研究了异步异构占空比下的机会转发。我们首先证明了其产生的数据包轨迹可以解释为连续时间随机游走,然后给出了其端到端延迟的解析公式。由于对于大多数可容忍延迟的应用程序来说,极大的端到端延迟仍然是不可取的,因此我们开发了一种\emph{分布式}唤醒调度算法,其中每个节点\emph{仅}根据自己的程度信息自主调整其(异构)唤醒率,以改善最坏情况下的端到端延迟。特别是,我们证明了我们的算法优于纯齐次占空比,其中每个节点使用相同的唤醒率,在\emph{任何}图的最坏情况延迟的保证渐近上界。此外,我们通过数值评估和独立仿真结果表明,在各种随机几何图设置下,与纯齐次占空比相比,我们提出的算法的平均性能提高了$35\%$以上。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Distributed Wake-Up Scheduling for Opportunistic Forwarding in Wireless Sensor Networks
In wireless sensor networks (WSNs), sensor nodes are typically subjected to energy constraints and often prone to topology changes. While \emph{duty cycling} has been widely used for energy conservation in WSNs, \emph{random walks} have been popular for many delay-tolerant applications in WSNs due to their many inherent desirable properties. In this paper, we consider an opportunistic forwarding under an asynchronous and heterogeneous duty cycling. We first show that its resulting packet trajectory can be interpreted as a continuous-time random walk, and then provide an analytical formula for its end-to-end delay. Since the extremely large end-to-end delay is still undesirable even for most delay-tolerant applications, we develop a \emph{distributed} wake-up scheduling algorithm in which each node autonomously adjusts its (heterogeneous) wake-up rate based \emph{only} on its own degree information so as to improve the worst-case end-to-end delay. In particular, we prove that our algorithm outperforms pure homogeneous duty cycling, where every node uses the same wake-up rate, in its guaranteed asymptotic upper bound of the worst-case delay for \emph{any} graph. In addition, we show that our proposed algorithm brings out more than $35\%$ performance improvement on average when compared with pure homogeneous duty cycling, under various settings of random geometric graphs via numerical evaluations and independent simulation results.
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