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Design of an optimal preview controller for linear discrete-time causal descriptor systems

机译:线性离散时间因果描述符系统的最优预览控制器设计

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摘要

This article is concerned with preview control problems for linear discrete-time and causal descriptor systems. First, by applying the first order forward difference operator to the equation of the states, error vectors and predictable target signals, the optimal control problems of the original systems are turned into generalised-expanded error systems. In the meantime, theoretical studies have shown that if the original systems, which are regular, stabilisable and detectable meet appropriate strengthening conditions, the generalised-expanded error systems are regular, stabilisable, and detectable. With the quadratic cost functional, the optimal controller for the generalised-expanded error systems is derived by using optimal control theory of generalised systems. Finally, a controller with preview action is obtained for the original systems. The stabilisability and detectability for generalised-expanded error systems are also discussed in detail in this article. An example is given to illustrate the correctness of the theory.
机译:本文涉及线性离散时间和因果描述符系统的预览控制问题。首先,通过将一阶前向差分算子应用于状态,误差向量和可预测目标信号的方程,将原始系统的最优控制问题转化为广义扩展误差系统。同时,理论研究表明,如果规则的,可稳定的和可检测的原始系统满足适当的增强条件,则广义扩展误差系统将是规则的,可稳定的和可检测的。利用二次成本函数,利用广义系统的最优控制理论导出了广义扩展误差系统的最优控制器。最后,为原始系统获得具有预览动作的控制器。本文还将详细讨论广义扩展错误系统的稳定性和可检测性。举例说明了该理论的正确性。

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