最优鲁棒解析余度设计方案研究
Design of Optimal Robust Analytlcal Redundancy
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摘要: 利用广义特征结构理论求解最优鲁棒性能指标,来获得奇偶向量.采用了非线性滤 波估计传感器的误差,再补偿奇偶向量,实现了用常值门限进行故障检测;提出了均值检验法 (MVT)分离故障的最优性能指标,由此求解分离故障的检测量,并用于冗余捷联惯导系统的 故障检测与分离.Abstract: In this paper, a new method of calculating parity vector is proposed. First, a performance criterion for robust fault detection is given. By using the theory of Generalized Eigenstructure, the criterion can be solved to obtain optimal redundancy relation for the system detection. An optimal isolation performance criterion and Mean Value Test method (MVT) is also proposed. The parity vector can be compensated by using non-linear filtering, and the parity vector compensation approach can reduce the influence of sensor errors such as input misalignments, scale factor errors, and biases, and allow to use a constant threshold. When only one sensor fails, both GLT and MVT method can detect and isolate the failure correctly; When more than two sensors fail simultaneously, GLT method can detect the failures, but can not isolate the failures. However, MVT method can not only detect failures but also isolate failures.
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