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首页> 外文期刊>Dynamics of continuous, discrete & impulsive systems, Series B. Applications & algorithms >STATISTIC TRACKING STRATEGY FOR NON-GAUSSIAN SYSTEMS BASED ON PID CONTROLLER STRUCTURE AND LMI APPROACH
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STATISTIC TRACKING STRATEGY FOR NON-GAUSSIAN SYSTEMS BASED ON PID CONTROLLER STRUCTURE AND LMI APPROACH

机译:基于PID控制器结构和LMI方法的非高斯系统统计跟踪策略。

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摘要

In this paper, the robust PID tracking control problem is considered for stochastic systems with non-Gaussian variable The tracked objective is the statistic information of a given target probability density function (PDF), rather than a deterministic signal. Following B-spline expansion approximation for the measurable integrated performance function, the statistic tracking control problem can be reduced to a tracking problem for the nonlinear weighting dynamics A robust control strategy with PID structure is proposed for the nonlinear weighting system in the presence of exogenous disturbances, and the improved convex LMI algorithms are provided to compute the controller gains Furthermore, in order to enhance the robust performance, the peak-to-peak measure is applied to optimize the tracking performance. Rigorous stability and performance analysis are developed via the use of Lyapunov stability criterion.
机译:本文针对具有非高斯变量的随机系统考虑了鲁棒的PID跟踪控制问题。跟踪的目标是给定目标概率密度函数(PDF)的统计信息,而不是确定性信号。通过对可测量的综合性能函数进行B样条展开逼近,可以将统计跟踪控制问题简化为非线性加权动力学的跟踪问题。针对存在外部干扰的非线性加权系统,提出了一种具有PID结构的鲁棒控制策略。 ,并提供了改进的凸LMI算法来计算控制器增益。此外,为了增强鲁棒性能,采用峰峰值测量来优化跟踪性能。通过使用Lyapunov稳定性准则,进行了严格的稳定性和性能分析。

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