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Discrete mode Observability of switching linear systems with unknown inputs. A graph-theoretic approach

机译:具有未知输入切换线性系统的离散模式可观察性。一种图形理论方法

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This paper deals with the observability of the discrete mode of structured switching linear systems with unknown inputs. The proposed method, based on a graph-theoretic approach, assumes only the knowledge of the system's structure. We express, in graphical terms, sufficient conditions for the generic observability of the discrete mode. If these conditions are not satisfied, we also propose a sensor placement procedure which allows to recover the mode observability. More precisely, we provide an exhaustive location set for additional sensors to recover the given sufficient mode observability condition. Our approach uses algorithms which have polynomial complexity orders and assumes only the knowledge of the system's structure. It can be implemented by classical graph-theory algorithms.
机译:本文涉及具有未知输入的结构化切换线性系统的离散模式的可观察性。基于图形理论方法的所提出的方法仅假设系统结构的知识。我们以图形术语表达了用于离散模式的通用可观察性的充分条件。如果不满足这些条件,我们还提出了一种传感器放置过程,其允许恢复模式可观察性。更确切地说,我们提供了一个详尽的位置,用于额外的传感器,以恢复给定的足够模式可观察性状态。我们的方法使用具有多项式复杂性订单的算法,并仅假设系统结构的知识。它可以通过古典图形理论算法实现。

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