EVALUATION OF THE PARAMETER'S SENSITIVITY OF DYNAMIC SYSTEMS MODELS OBTAINED BY THE PROJECTION METHODS

Solving the problems of complex dynamic systems control optimizing and their identification with partially observable output signals becomes much more complicated and can be solved under certain assumptions regarding the system matrices structure. Let us apply a generalized approach to solving the problem of controlling a multidimensional system with coordinates inaccessible to observation. In this case, only the output signals can be measured directly. When investigating the possibility of optimal control, we proceed from the fact that the system is described by the vector-matrix differential equation [1, 2, 3]