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Robust fault reconstruction for a class of non-infinitely observable descriptor systems using two sliding mode observers in cascade

机译:一类非无限可观察描述符系统在级联中的两种滑动模式观察者的鲁棒故障重建

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Existing sliding mode observer (SMO) schemes for fault reconstruction in descriptor systems require stringent conditions, or do not consider disturbances which can corrupt the reconstruction. In this paper, we present a two-observer scheme that overcomes these limitations by treating certain states as unknown inputs, thereby formulating a reduced-order infinitely observable system. A SMO is implemented onto this system to reconstruct certain faults, and its switching feedback term is fed into another SMO to reconstruct the remaining faults. Linear matrix inequalities (LMIs) are used to design observer gains in order to minimise the L-2 gain of the disturbances on the fault reconstruction. The existence conditions of the scheme are investigated and are found to be less restrictive than those from other schemes in the literature, and thus the scheme is applicable to a wider class of systems compared to existing schemes. Finally, a simulation example demonstrates the efficacy of the proposed scheme. (C) 2019 Elsevier Inc. All rights reserved.
机译:用于描述符系统中的故障重建的现有滑模观察者(SMO)方案需要严格的条件,或者不考虑可能破坏重建的干扰。在本文中,我们介绍了一种双观察者方案,通过将某些状态视为未知的输入来克服这些限制,从而制定了无限可观察系统的降低。 SMO在该系统上实现以重建某些故障,并且其交换反馈项被馈送到另一个SMO中以重建剩余故障。线性矩阵不等式(LMI)用于设计观察者收益,以最小化故障重建对扰动的L-2增益。研究了该方案的存在条件,发现比来自文献中的其他方案的限制较少,因此与现有方案相比,该方案适用于更广泛的系统。最后,仿真示例展示了所提出的方案的功效。 (c)2019 Elsevier Inc.保留所有权利。

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