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A method for fault diagnosis of nonlinear circuits

机译:一种非线性电路故障诊断的方法

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Purpose The purpose of this paper is to develop a method for multiple soft fault diagnosis of nonlinear circuits including fault detection, identification of faulty elements and estimation of their values in real circumstances. Design/methodology/approach The method for fault diagnosis proposed here uses a measurement test leading to a system of nonlinear equations expressing the measured quantities in terms of the circuit parameters. Nonlinear functions, which appear in these equations are not given in explicit analytical form. The equations are solved using a homotopy concept. A key problem of the solvability of the equations is considered locally while tracing the solution path. Actual faults are selected on the basis of the observation that the probability of faults in fewer number of elements is greater than in a larger number of elements. Findings The results indicate that the method is an effective tool for testing nonlinear circuits including bipolar junction transistors and junction field effect transistors. Originality/value The homotopy method is generalized and associated with a restart procedure and a numerical algorithm for solving differential equations. Testable sets of elements are found using the singular value decomposition. The procedure for selecting faulty elements, based on the minimal fault number rule, is developed. The method comprises both theoretical and practical aspects of fault diagnosis.
机译:目的本文的目的是开发一种用于非线性电路的多次软故障诊断的方法,包括故障检测,故障元件的识别以及实际情况下其值的估计。设计/方法/方法这里提出的故障诊断方法使用一种测量测试,从而导致一个非线性方程组,该非线性方程组根据电路参数来表达所测量的量。这些方程式中出现的非线性函数未以明确的解析形式给出。使用同伦概念来求解方程。在追踪求解路径时,局部考虑方程的可解性的关键问题。实际故障的选择基于以下观察:较少数量的元素中的故障概率大于大量元素中的故障概率。结果表明,该方法是测试包括双极结型晶体管和结型场效应晶体管在内的非线性电路的有效工具。创意/值同伦方法是通用的,并且与重新启动过程和用于求解微分方程的数值算法相关联。使用奇异值分解可以找到可测试的元素集。开发了基于最小故障数规则的故障元素选择程序。该方法包括故障诊断的理论和实践方面。

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