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Output-feedback co-ordinated decentralized adaptive tracking: The case of MIMO subsystems with delayed interconnections

机译:输出反馈协调分散自适应跟踪:具有延迟互连的MIMO子系统的情况

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摘要

Exact decentralized output-feedback Lyapunov-based designs of direct model reference adaptive control (MRAC) for linear interconnected delay systems with MIMO subsystems are introduced. The design process uses a co-ordinated decentralized structure of adaptive control with reference model co-ordination which requires an exchange of signals between the different reference models. It is shown that in the framework of the reference model co-ordination zero residual tracking error is possible, exactly as in the case with SISO subsystems. We develop decentralized MRAC on the base of a priori information about only the local subsystems gain frequency matrices without additional a priori knowledge about the full system gain frequency matrix. To achieve a better adaptation performance we propose proportional, integral time-delayed adaptation laws. The appropriate Lyapunov-Krasovskii type functional is suggested to design the update mechanism for the controller parameters, and in order to prove stability. Two different adaptive DMRAC schemes are proposed, being the first asymptotic exact zero tracking results for linear interconnected delay systems with MIMO subsystems.
机译:介绍了基于精确分散输出反馈的基于Lyapunov的直接模型参考自适应控制(MRAC)的设计,该模型具有MIMO子系统的线性互连延迟系统。设计过程使用自适应控制的协调分散结构和参考模型协调,这需要在不同参考模型之间交换信号。结果表明,在参考模型协调的框架中,零残差跟踪误差是可能的,这与SISO子系统的情况完全相同。我们在仅关于本地子系统增益频率矩阵的先验信息的基础上开发了分布式MRAC,而没有关于整个系统增益频率矩阵的其他先验知识。为了获得更好的适应性能,我们提出了比例积分时滞适应定律。建议使用适当的Lyapunov-Krasovskii型功能来设计控制器参数的更新机制,并证明其稳定性。提出了两种不同的自适应DMRAC方案,它们是具有MIMO子系统的线性互连延迟系统的第一个渐进精确零跟踪结果。

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