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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Methods for Fault Diagnosability Analysis of a Class of Affine Nonlinear Systems
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Methods for Fault Diagnosability Analysis of a Class of Affine Nonlinear Systems

机译:一类仿射非线性系统的故障诊断方法

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摘要

The fault diagnosability analysis for a given model, before developing a diagnosis algorithm, can be used to answer questions like “can the faultfibe detected by observed states?” and “can it separate faultfifrom faultfjby observed states?” If not, we should redesign the sensor placement. This paper deals with the problem of the evaluation of detectability and separability for the diagnosability analysis of affine nonlinear system. First, we used differential geometry theory to analyze the nonlinear system and proposed new detectability criterion and separability criterion. Second, the related matrix between the faults and outputs of the system and the fault separable matrix are designed for quantitative fault diagnosability calculation and fault separability calculation, respectively. Finally, we illustrate our approach to exemplify how to analyze diagnosability by a certain nonlinear system example, and the experiment results indicate the effectiveness of the fault evaluation methods.
机译:在开发诊断算法之前,给定模型的故障可诊断性分析可用于回答诸如“观察到的状态能否检测到故障信息”之类的问题。和“是否可以通过观察到的状态将faultfi与faultfj分开?”如果没有,我们应该重新设计传感器的位置。本文针对仿射非线性系统的可诊断性分析,探讨了可检测性和可分离性的评估问题。首先,我们使用微分几何理论对非线性系统进行分析,并提出了新的可检测性准则和可分离性准则。其次,设计了系统故障与输出之间的相关矩阵以及故障可分离矩阵,分别用于定量故障诊断性计算和故障可分离性计算。最后,通过一个非线性系统实例,举例说明了如何分析可诊断性的方法,实验结果表明了故障评估方法的有效性。

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