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Nonlinear norm-observability and simulation of control systems

机译:控制系统的非线性标准可观察性和仿真

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The (bi)simulation relation has recently been attracting growing interest in the study of nonlinear control systems, in the hope that through such a relation, the behaviors and properties of a nonlinear system can be inferred from those of another system which is easier to handle. In this paper, we consider the propagation of the property of nonlinear norm-observability through a simulation relation. Given two control systems that are related by a graph simulation relation, we derive conditions under which the norm-observability of the simulating system implies the norm-observability of the simulated system. The obtained results are given in terms of set-valued functions. Several examples are included to illustrate various applications of our results. (C) 2017 Elsevier B.V. All rights reserved.
机译:(Bi)仿真关系最近在非线性控制系统的研究中引起了日益增长的兴趣,希望通过这样的关系,可以从更容易处理的系统中推断出非线性系统的行为和性质 。 在本文中,我们考虑通过模拟关系来考虑非线性标准可观察性的性质的传播。 给定两个由图形仿真关系相关的控制系统,我们推出了模拟系统的常态可观察性的条件意味着模拟系统的标准可观察性。 所获得的结果是在设定值的函数方面给出的。 包括几个示例以说明我们的结果的各种应用。 (c)2017 Elsevier B.v.保留所有权利。

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