Construction of Controls Providing the Desired Output of the Linear Stationary Dynamic System

Abstract

The problem of getting the given output vector-function by program control was solved for the uniform linear stationary dynamic system. Cascaded decomposition revealed the minimal amount of the components of the vector-function which suffices for solution of the formulated problem. The control and state functions were constructed. Solution of the problem without constructing the projectors and semi-inverse matrices was demonstrated by way of example.