A robust fault diagnosis scheme based on signal modal estimation

Jin Jiang, F. Jia
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引用次数: 8

Abstract

A real-time fault detection and diagnosis technique for linear dynamic control systems is proposed. It provides fault detection and diagnosis using neither observer residuals nor parameter estimation errors, instead, it relies on the estimation of the underlying modal parameters of the dynamic system, and compares the estimates with the pre-calculated characteristic patterns which are represented as a set of root loci of physical parameters. The modal estimation is carried out using a numerically robust least square algorithm based on SVD (Singular Value Decomposition). A pattern recognition technique based on linear multiprototype distance functions is used to classify the faults according to the variation of physical parameters. The method possesses several advantages over the existing techniques: (i) the nature of the fault can be easily identified since the scheme uses physical parameters, rather than model parameters, for classification; (ii) the effect of disturbance on diagnosis is minimized because the modal estimation algorithm treats the disturbance as additional dynamics which are eliminated in the classification stage using truncated SVD; (iii) it is sufficient to use only one measurement signal, since any signal within the control loop contains all necessary modal information for fault diagnosis; and (iv) faults which cause various amount of parameter variation can be easily accommodated by proper selection of parameter ranges in constructing root loci. The method has successfully been applied to a DC servo system.<>
基于信号模态估计的鲁棒故障诊断方案
提出了一种线性动态控制系统的实时故障检测与诊断技术。它既不使用观测器残差也不使用参数估计误差来提供故障检测和诊断,而是依赖于对动态系统底层模态参数的估计,并将估计与预先计算的特征模式进行比较,这些特征模式表示为一组物理参数的根轨迹。模态估计采用基于奇异值分解(SVD)的鲁棒最小二乘算法。采用基于线性多原型距离函数的模式识别技术,根据物理参数的变化对故障进行分类。与现有技术相比,该方法具有以下几个优点:(i)由于该方案使用物理参数而不是模型参数进行分类,因此可以很容易地识别故障的性质;(ii)干扰对诊断的影响被最小化,因为模态估计算法将干扰视为附加的动态,这些动态在分类阶段使用截断的奇异值分解(SVD)消除;(iii)仅使用一个测量信号就足够了,因为控制回路中的任何信号都包含故障诊断所需的所有模态信息;(4)在构建根轨迹时,通过合理选择参数范围,可以很容易地容纳引起不同数量参数变化的故障。该方法已成功应用于直流伺服系统。
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