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Optimal filtering and robust fault diagnosis of stochastic systems with unknown disturbances

机译:具有未知扰动的随机系统的最优滤波和鲁棒故障诊断

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摘要

The paper studies the optimal filtering and robust fault diagnosis problems for stochastic systems with unknown disturbances. An optimal observer is proposed, which can produce disturbance decoupled state estimation with minimum variance for time varying systems with both noise and unknown disturbances. The existence conditions and the observer design procedure are presented. The output estimation error with disturbance decoupling and minimum variance properties is used as a residual signal. A statistical testing procedure is applied to examine the residual and is used to diagnose faults. The method developed is applied to an illustrative example, and simulation results show that the optimal observer can give good state estimation; the fault detection approach taken is able to detect faults reliably in the presence of both modelling errors and noise.
机译:研究具有未知扰动的随机系统的最优滤波和鲁棒故障诊断问题。提出了一种最优的观测器,该观测器可以为具有噪声和未知扰动的时变系统产生具有最小方差的扰动解耦状态估计。给出了存在条件和观测器设计步骤。具有干扰解耦和最小方差特性的输出估计误差用作残差信号。应用统计测试程序来检查残差并用于诊断故障。仿真结果表明,最优观测器可以给出良好的状态估计;仿真结果表明,最优观测器具有良好的状态估计能力。所采用的故障检测方法能够在存在建模误差和噪声的情况下可靠地检测故障。

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