传感器网络中的聚合:能量-精度权衡

A. Boulis, S. Ganeriwal, M. Srivastava
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引用次数: 356

摘要

无线自组织传感器网络(WASNs)需要研究有用的应用程序,以帮助研究人员将其视为分布式物理耦合系统,一个估计物理环境的集体,而不仅仅是能量有限的自组织网络。我们使用一大类有趣的聚合应用程序来开发这个透视图。特别是,我们考虑了具有挑战性的周期性聚合问题,其中,与以前研究过的更简单的快照聚合问题相反,网络为用户提供了对环境的周期性估计。在周期性聚合中,我们的方法允许利用在各个节点上感知到的值之间的时空相关性,对感兴趣的聚合值进行节能估计。我们的方法还创建了一个系统级能量与精度旋钮,即用户可以容忍的估计误差越大,消耗的能量就越少。我们提出了一种分布式估计算法,可用于探索周期聚集问题子类的能量精度子空间,并给出了广泛的仿真结果来验证我们的方法。所得到的算法,除了在能量精度子空间中更灵活和更健壮之外,与重复快照聚合相比,还可以为典型的精度要求带来可观的能源节省(5%估计误差的能源消耗减少五倍)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Aggregation in sensor networks: an energy-accuracy trade-off
Wireless ad hoc sensor networks (WASNs) are in need of the study of useful applications that will help the researchers view them as distributed physically coupled systems, a collective that estimates the physical environment, and not just energy-limited ad hoc networks. We develop this perspective using a large and interesting class of WASN applications called aggregation applications. In particular, we consider the challenging periodic aggregation problem where the WASN provides the user with periodic estimates of the environment, as opposed to simpler and previously studied snapshot aggregation problems. In periodic aggregation our approach allows the spatial-temporal correlation among values sensed at the various nodes to be exploited towards energy-efficient estimation of the aggregated value of interest. Our approach also creates a system level energy vs. accuracy knob whereby the more the estimation error that the user can tolerate, the less is the energy consumed. We present a distributed estimation algorithm that can be applied to explore the energy-accuracy subspace for a sub-class of periodic aggregation problems, and present extensive simulation results that validate our approach. The resulting algorithm, apart from being more flexible in the energy-accuracy subspace and more robust, can also bring considerable energy savings for a typical accuracy requirement (five-fold decrease in energy consumption for 5% estimation error) compared to repeated snapshot aggregations.
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