传感器的同步放置和调度

Andreas Krause, R. Rajagopal, Anupam Gupta, Carlos Guestrin
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引用次数: 78

摘要

我们考虑使用电池寿命有限的无线传感器监测空间现象的问题,例如高速公路上的道路速度。一个核心问题是决定在哪里放置这些传感器,以最好地预测未感知位置的现象。然而,考虑到功率限制,我们还需要确定何时有选择地激活这些传感器,以便在满足寿命要求的同时最大化性能。传统上,这两个问题的传感器放置和调度是分开考虑的;首先决定在哪里放置传感器,然后在什么时候激活它们。在本文中,我们提出了一个有效的算法,ESPASS,同时优化布局和调度。我们证明了ESPASS提供了这个NP-hard优化问题最优解的常因子逼近。我们的方法的一个显著特征是它获得了“平衡”的时间表,这些时间表随着时间的推移而均匀地执行,而不仅仅是平均执行。然后,我们扩展该算法,以允许平滑的功率-精度权衡。我们的算法适用于测量一组传感器的传感质量的复杂设置,例如,在预测精度的提高(更正式地说,在传感质量函数是子模块的情况下)。我们对几个传感任务进行了广泛的实证研究,我们的结果表明,与单独放置和调度相比,同时放置和调度可以显著提高性能(例如,流量预测任务的网络寿命提高33%)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simultaneous placement and scheduling of sensors
We consider the problem of monitoring spatial phenomena, such as road speeds on a highway, using wireless sensors with limited battery life. A central question is to decide where to locate these sensors to best predict the phenomenon at the unsensed locations. However, given the power constraints, we also need to determine when to selectively activate these sensors in order to maximize the performance while satisfying lifetime requirements. Traditionally, these two problems of sensor placement and scheduling have been considered separately from each other; one first decides where to place the sensors, and then when to activate them. In this paper, we present an efficient algorithm, ESPASS, that simultaneously optimizes the placement and the schedule. We prove that ESPASS provides a constant-factor approximation to the optimal solution of this NP-hard optimization problem. A salient feature of our approach is that it obtains “balanced” schedules that perform uniformly well over time, rather than only on average. We then extend the algorithm to allow for a smooth power-accuracy tradeoff. Our algorithm applies to complex settings where the sensing quality of a set of sensors is measured, e.g., in the improvement of prediction accuracy (more formally, to situations where the sensing quality function is submodular). We present extensive empirical studies on several sensing tasks, and our results show that simultaneously placing and scheduling gives drastically improved performance compared to separate placement and scheduling (e.g., a 33% improvement in network lifetime on the traffic prediction task).
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