STABILIZATION OF A LINEAR NON-STATIONARY SYSTEM UNDER CONDITIONS OF DELAY AND ADDITIVE SINUSOIDAL PERTURBATION OF THE OUTPUT
Annotation
A solution is proposed to the problem of stabilization of a linear non-stationary object controlled by the output, that is, without measuring the object state variables. The solution to this problem is complicated by the fact that the output variable contains a delay, and there is also a disturbance in the measurements in the form of a sinusoidal function of time with unknown constant parameters. Assuming that the parameters of the control object are known non-stationary functions of time, the proposed solution provides for the synthesis of an observer of state variables and is constructed using an approach involving the constant parameters identification.
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