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Optimization framework and clustering-based algorithm for energy-aware adaptive sensing

机译:基于优化框架和基于聚类的能量感知自适应感应算法

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The problem of controlling the operation of the multiple sensors in a monitoring network is one of jointly optimizing for both information requirements and energy constraints. These goals conflict with each other - increasing the sampling rate collects more data but this consumes energy and hence reduces system lifetime. On the other hand, sampling at a higher rate when the environment is not changing does not generate more useful information. This work presents a general data-centric framework for adaptive sensing that brings together both information requirements and energy constraints in an optimization problem for generating sensor control actions. Clustering of correlated sensors is proposed as a solution for this framework where the collected data is periodically used to learn the relationship between sensors and energy parameters. Control is divided into periods of full sensing and periods of approximation. During periods of full sensing, measurements collected from all sensors are used to compute pair-wise correlations which are then used as the distance metric for clustering. A regression function is learned to approximate the measurement of a sensor given its past sensor measurements and the measurements of another sensor in the cluster. The control framework is evaluated using a publicly-available dataset of approximately 2.4 million sensor readings collected from 54 sensors over a period of approximately 35 days. The parameter space of the clustering-based adaptive sensing policy is systematically explored using this dataset. The framework enables a point on the energy-information trade-off curve to be quantified for different choices of policy parameters.
机译:控制监控网络中的多个传感器的操作的问题是对信息要求和能量约束的共同优化之一。这些目标与彼此冲突 - 增加采样率收集更多数据,但这会消耗能量,从而减少系统寿命。另一方面,当环境不变时,以更高的速率采样不会产生更有用的信息。这项工作介绍了一种用于自适应感测的一般数据为中心的框架,其在优化问题中汇集了用于产生传感器控制动作的优化问题中的信息要求和能量约束。相关传感器的聚类被提出为该框架的解决方案,其中收集的数据是周期性地用于学习传感器和能量参数之间的关系。控制分为完全感测和近似的时段。在完全感测的时段期间,从所有传感器收集的测量用于计算成对相关性,然后将其用作聚类的距离度量。学习回归函数以估计传感器的测量,因为它过去的传感器测量和集群中另一传感器的测量值。使用从54个传感器收集的公共可用数据集在大约35天的时间内收集的公共可用数据集进行了评估。使用此数据集系统探索基于群集的自适应感应策略的参数空间。该框架使能量信息折衷曲线上的一个点可以为不同的策略参数的选择量化。

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