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Integrated Design of Fault-Tolerant Control for Nonlinear Systems Based on Fault Estimation and T–S Fuzzy Modeling

机译:基于故障估计和TS模糊建模的非线性系统容错控制集成设计

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This paper proposes an integrated design of fault-tolerant control (FTC) for nonlinear systems using Takagi–Sugeno (T–S) fuzzy models in the presence of modeling uncertainty along with actuator/sensor faults and external disturbance. An augmented state unknown input observer is proposed to estimate the faults and system states simultaneously, and using the estimates, an FTC controller is developed to ensure robust stability of the closed-loop system. The main challenge arises from the bidirectional robustness interactions, since the fault estimation (FE) and FTC functions have an uncertain effect on each other. The proposed strategy uses a single-step linear matrix inequality formulation to integrate together the designs of FE and FTC functions to satisfy the required robustness. The integrated strategy is demonstrated to be effective through a tutorial example of an inverted pendulum system (based on robust T–S fuzzy designs).
机译:本文提出了使用Takagi–Sugeno(TS)模糊模型的非线性系统的容错控制(FTC)集成设计,其中存在建模不确定性以及执行器/传感器故障和外部干扰。提出了一种增强状态未知输入观测器来同时估计故障和系统状态,并使用这些估计值开发了FTC控制器以确保闭环系统的鲁棒稳定性。主要挑战来自双向鲁棒性相互作用,因为故障估计(FE)和FTC函数相互之间具有不确定的影响。提出的策略使用单步线性矩阵不等式公式将FE和FTC函数的设计集成在一起,以满足所需的鲁棒性。通过倒立摆系统(基于鲁棒的TS模糊设计)的教程示例,证明了集成策略是有效的。

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