Design of Parity Equations Using Right Eigenstructure Assignment

M. Sumislawska, T. Larkowski, K. Burnham
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引用次数: 1

Abstract

System uncertainties, such as modelling errors, external disturbances etc. can impede the fault detection process. Therefore a need arises for robust fault diagnosis, where complete disturbance decoupling can be achieved. The main contribution of this paper is the design of a parity relation for robust fault detection using right eigenstructure assignment. Up to date the left eigenstructure assignment technique has been used for the design of first order disturbance decoupled parity relations. In many cases complete disturbance decoupling is not possible when using left eigenstructure assignment. Therefore, the proposed method utilises the right eigenstructure assignment technique for the purpose of robust fault detection. The novelty of the developed scheme is to replace the traditional asymptotically convergent state observer by a state observer, which converges in a predefined time. The proposed method is demonstrated to be equivalent to a parity relation of a user predefined order.
利用右特征结构赋值设计奇偶方程
系统的不确定性,如建模误差、外部干扰等,会阻碍故障检测过程。因此,需要鲁棒故障诊断,其中可以实现完全的干扰解耦。本文的主要贡献是设计了一种基于正确特征结构分配的鲁棒故障检测奇偶关系。迄今为止,左特征结构赋值技术已被用于一阶扰动解耦宇称关系的设计。在许多情况下,当使用左特征结构分配时,完全的干扰解耦是不可能的。因此,该方法利用了正确的特征结构分配技术来实现鲁棒故障检测。该方案的新颖之处在于用状态观测器取代传统的渐近收敛状态观测器,该状态观测器在预定义时间内收敛。证明了该方法等价于用户预定义阶的奇偶关系。
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