状态空间控制

G. Irwin
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引用次数: 2

摘要

经典的数字控制器设计涉及到频域方法和根轨迹的使用。控制仅限于单输入、单输出系统。本章的目的是介绍状态空间或现代设计方法。虽然单输入、单输出系统将主要考虑,现代控制设计可以很容易地扩展到涵盖多个输入和输出的系统。在简要介绍状态空间模型的基础上,提出了状态反馈控制器的设计方法,包括状态空间模型的可控性和可观测性。为了获得一组理想的闭环极点,反馈增益的选择对于精通经典设计方法的工程师来说是很熟悉的。状态反馈控制律的实现假设所有的状态变量都是已知的。在实践中,状态向量是使用观测器从测量值或植物输出中估计出来的。因此,在分析完整的控制器-估计器系统之前,先处理观测器设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
State space control
Classical design of digital controllers involves the use of frequency domain methods and the root locus. Control is restricted to single-input, single-output systems. The aim of this chapter is to introduce the state space or modern approach to design. Although single-input, single-output systems will mainly be considered, modern control design can readily be extended to cover systems with several inputs and outputs. The design of state feedback controllers is presented after a brief introduction to state space models including the key ideas of controllability and observability. The selection of feedback gains in order to achieve a desired set of closed-loop poles will be familiar to engineers versed with classical design methods. The implementation of state feedback control laws assumes that all the state variables are known. In practice, the state vector is estimated from the measurements or plant outputs using an observer. Observer design is therefore treated next prior to an analysis of the complete control-estimator system.
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