一类具有分数阶时滞模型的信息物理系统的分数阶PIλDµ控制设计:具有时滞模型的CPS的分数阶PIλDµ设计

Marwa Boudana, S. Ladaci, Jean-Jacques Loiseau
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引用次数: 7

摘要

网络物理系统(CPS)的控制是控制理论和工程研究人员面临的一个巨大挑战,主要是由于物理过程的计算、通信和控制合并而引起的延迟。因此,时滞系统的控制解决方案可以有效地应用于许多CPS系统配置。本文研究了一类分数阶时滞系统的分数阶PIλ和PIλ dµ控制设计。所提出的控制设计方法简单有效。控制器参数的调整分两步实现:首先,采用继电器方法计算出满意的经典PID系数kp、Ti和Td。然后,利用性能准则对分数阶λ和µ进行优化。仿真结果表明了所提设计方法的有效性和提高PID控制性能的能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fractional Order PIλDµ Control Design for a Class of Cyber-Physical Systems with Fractional Order Time-Delay models: Fractional PIλDµ Design for CPS with Time-Delay models
The control of cyber-physical systems (CPS) is a great challenge for researchers in control theory and engineering mainly because of delays induced by merging computation, communication, and control of physical processes. Consequently, control solutions for time-delay systems can be applied efficiently for many CPS system configurations. In this article, a fractional order PIλ and PIλDµ control design is investigated for a class of fractional order time-delay systems. The proposed control design approach is simple and efficient. The controller parameter's adjustment is achieved in two steps: first, the relay approach is used to compute satisfactory classical PID coefficients, namely kp, Ti and Td. Then, the fractional orders λ and µ are optimized using performance criteria. Simulation results show the efficiency of the proposed design technique and its ability to enhance the PID control performance.
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