通信、传感和控制集成闭环系统:建模、控制设计和资源分配

Zeyang Meng, Dingyou Ma, Zhiqing Wei, Ying Zhou, Zhiyong Feng
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引用次数: 0

摘要

无线通信技术从根本上彻底改变了工业运行。自动化设备的运行是以闭环方式进行的,设备的状态被收集并通过上行链路发送到控制中心,控制中心通过下行链路通信将计算出的控制指令发回给设备。然而,现有的研究忽视了上行链路和下行链路通信之间的相互依存关系,而且缺乏一种统一的方法来模拟环路内的通信、传感和控制。这可能导致性能评估不准确,最终妨碍为实际系统的设计提供指导。因此,本文介绍了一种集成闭环模型,该模型包含传感、通信和控制功能,同时解决了上行和下行通信之间的耦合效应。通过对系统收敛性的分析,得出了与传感、通信和控制性能相关的不等式。此外,还提出了一种用于控制和资源分配的联合优化算法。本文给出了仿真结果,以提供对系统参数影响的直观理解。本文的研究结果揭示了传感、通信和控制之间错综复杂的相互关系,为工业闭环系统的优化设计提供了启示。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Communication, Sensing and Control integrated Closed-loop System: Modeling, Control Design and Resource Allocation
The wireless communication technologies have fundamentally revolutionized industrial operations. The operation of the automated equipment is conducted in a closed-loop manner, where the status of devices is collected and sent to the control center through the uplink channel, and the control center sends the calculated control commands back to the devices via downlink communication. However, existing studies neglect the interdependent relationship between uplink and downlink communications, and there is an absence of a unified approach to model the communication, sensing, and control within the loop. This can lead to inaccurate performance assessments, ultimately hindering the ability to provide guidance for the design of practical systems. Therefore, this paper introduces an integrated closed-loop model that encompasses sensing, communication, and control functionalities, while addressing the coupling effects between uplink and downlink communications. Through the analysis of system convergence, an inequality pertaining to the performances of sensing, communication, and control is derived. Additionally, a joint optimization algorithm for control and resource allocation is proposed. Simulation results are presented to offer an intuitive understanding of the impact of system parameters. The findings of this paper unveil the intricate correlation among sensing, communication, and control, providing insights for the optimal design of industrial closed-loop systems.
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