广义系统观测器设计中的可观察性保持及其形式

Wen-Zhong Liu, Lu Wang, S. Guo, Da-Rong Huang
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引用次数: 0

摘要

在广义系统的观测器设计过程中,通常采用一些系统变换将广义系统转化为标准的正则系统。然而,一些原本可观察的系统在经过这些系统转换后就不可见了。对于一些具有未知干扰的标准正规系统,也经常构造描述系统形式,利用增广状态向量来设计观测器。可观测性也不总是保持在后一种变换中。可观察性的丧失会导致错误的观察者,而且通常是不明显的。在变换矩阵中加入额外的约束,保证了变换矩阵的可观测性。并给出了矩阵的计算过程。算例说明了所提方法的正确性和有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Observability Keeping in Observer Design of Descriptor System and Its Form
In the process of observer designing of descriptor systems, some system transformations are usually used to transform the descriptor systems into standard normal ones. However, some originally observable systems are not observable after these system transformations. For some standard normal systems with unknown interference, descriptor system form is also often constructed to design observers by using an augmented state vector. And the observability is also not always keeping in the latter transformations. The loss of observability will lead to a wrong observer, and usually it is inapparent. An extra constraint is added into the transformation matrices, and the observability can be guaranteed. Furthermore, the calculate process of the matrices is given. Two examples are shown to illustrate the correctness and the effectiveness of the presented methods.
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