模糊逻辑和邓普斯特-谢弗理论在故障检测与识别中的应用

H. Kang, J. Cheng, I. Kim, G. Vachtsevanos
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引用次数: 12

摘要

提出了一种将分析估计方法与智能识别方案相结合的故障检测与识别方法,提高了对真实故障模式的灵敏度,降低了误报的可能性。作者使用了一种实时递归参数估计算法和协方差重置,该算法仅在预测到潜在故障模式时才触发FDI程序。将基于模糊集理论的可能性方案应用于FDI算法的识别部分,提高了算法的计算效率。在算法的最后阶段,基于邓普斯特-谢弗理论计算了一个指标——确定性程度,它衡量了决策的可靠性。FDI算法已成功地应用于轴流压缩机旋转失速和喘振不稳定的检测中。
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An application of fuzzy logic and Dempster-Shafer theory to failure detection and identification
An approach to failure detection and identification (FDI) is proposed which combines an analytic estimation method and an intelligent identification scheme in such a way that sensitivity to true failure modes is enhanced, while the possibility of false alarms is reduced. The authors use a real-time recursive parameter estimation algorithm with covariance resetting which triggers the FDI routine only when potential failure modes are anticipated. A possibilistic scheme based on fuzzy set theory is applied to the identification part of the FDI algorithm with computational efficiency. At the final stage of the algorithm, an index is computed-the degree of certainty-based on Dempster-Shafer theory, which measures the reliability of the decision. The FDI algorithm has been applied successfully to the detection of rotating stall and surge instabilities in axial flow compressors.<>
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