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Wireless Sensor Network-Based Distributed Approach to Identify Spatio-Temporal Volterra Model for Industrial Distributed Parameter Systems

机译:基于无线传感器网络的分布式方法识别工业分布式参数系统的时空Volterra模型

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摘要

The prodigious amount of data movement among sources, data centers, or processing elements precludes the utilization of least-squares (LS) and fusion-center (FC)-based modeling and control. The LS methods are offline in nature, hence may face difficulty in real-time implementation. FC-based methods that are nonrobust due to single point failure, require large communication bandwidth and computationally fast processing unit. To curb these limitations, this article identifies distributed parameter systems by estimating the parameters of spatio-temporal Volterra model using in-network data processing. It can handle the immense volume of data by distributing the processing tasks of FC among the wireless sensor network nodes. To facilitate distributed optimization, the global objective function is reformulated as a multiple constrained separable problem which is then decomposed into augmented Lagrangian form. Then, alternating direction method of multipliers along with coordinate descent method is employed to obtain the global optimal solution collaboratively. Further, a communication-efficient algorithm is designed for the proposed approach to deploy in an ad-hoc network. Simulations are carried out on two industrial distributed parameter systems (catalytic rod and tubular reactor) to illustrate the practicality of the proposed algorithm.
机译:源,数据中心或处理元件之间的促进量的数据移动妨碍了利用最小二乘(LS)和融合中心(FC)的基础建模和控制。 LS方法本质上是离线的,因此可能面临实时实施中的困难。基于FC的方法由于单点故障而非粗糙,需要大的通信带宽和计算快速处理单元。为了抑制这些限制,本文通过使用网络数据处理估计时空Volterra模型的参数来识别分布式参数系统。它可以通过在无线传感器网络节点中分发FC的处理任务来处理巨大的数据量。为了促进分布式优化,全局目标函数被重新重新重新重整为多约束可分离问题,然后将其分解为增强拉格朗日形式。然后,采用乘法器的交替方向方法以及坐标阶级方法进行协同地获得全局最优解决方案。此外,设计了一种通信有效的算法,用于提出的旨在在ad-hoc网络中部署的方法。仿真在两个工业分布式参数系统(催化棒和管状反应器)上进行,以说明所提出的算法的实用性。

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