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An Efficient Algorithm for Finding Minimal Overconstrained Subsystems for Model-Based Diagnosis

机译:基于模型的诊断中寻找最小超约束子系统的有效算法

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In model-based diagnosis, diagnostic system construction is based on a model of the technical system to be diagnosed. To handle large differential algebraic models and to achieve fault isolation, a common strategy is to pick out small overconstrained parts of the model and to test these separately against measured signals. In this paper, a new algorithm for computing all minimal overconstrained subsystems in a model is proposed. For complexity comparison, previous algorithms are recalled. It is shown that the time complexity under certain conditions is much better for the new algorithm. This is illustrated using a truck engine model.
机译:在基于模型的诊断中,诊断系统的构建基于要诊断的技术系统的模型。为了处理大型微分代数模型并实现故障隔离,一种常见的策略是挑选出模型中过小的约束部分,并分别对测得的信号进行测试。本文提出了一种用于计算模型中所有最小过约束子系统的新算法。为了进行复杂度比较,调用了以前的算法。结果表明,该算法在一定条件下的时间复杂度要好得多。使用卡车发动机模型对此进行了说明。

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