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Feedback control of affine nonlinear singular control systems

机译:仿射非线性奇异控制系统的反馈控制

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This paper discusses feedback control problems for affine nonlinear singular systems. Namely, the problems of regularization (regular singular systems have for a particular initial state and input, a unique solution), non-interaction and exact linearization. First, an algorithm providing necessary and sufficient conditions for the regularizability of the affine nonlinear singular systems is introduced. This algorithm resembles the well-known constrained dynamics algorithm for affine nonlinear systems. For regularizable affine nonlinear singular systems, necessary and sufficient conditions for the solvability of the non-interacting control problem are derived. They are based on another algorithm producing a sequence of integers, the generalization of the well known notion of relative degree for usual affine nonlinear systems. Finally, the problem of feedback exact linearization of the dynamic part of singular systems is briefly addressed. An example is provided to illustrate the main results.
机译:本文讨论仿射非线性奇异系统的反馈控制问题。即,正则化(规则奇异系统对于特定的初始状态和输入具有唯一的解决方案),非相互作用和精确线性化的问题。首先,介绍了一种为仿射非线性奇异系统的可正则性提供必要和充分条件的算法。该算法类似于仿射非线性系统的著名约束动力学算法。对于可正则仿射非线性奇异系统,推导了非相互作用控制问题可解性的充要条件。它们基于产生整数序列的另一种算法,这是通常仿射非线性系统相对度概念的一般化。最后,简要讨论了奇异系统动态部分的反馈精确线性化问题。提供一个示例来说明主要结果。

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