Numerical solution to optimal control problems of oscillatory processes

<p style='text-indent:20px;'>A numerical approach to the investigation of optimal control problems oscillatory processes with boundary and intermediate concentrated (lumped) actions has been proposed in this paper. The corresponding analytical formulas for components target functional gradient respect considered on class piecewise continuous functions are obtained. results experiments examples solving model controls provided. These illustrate dependence minimum settling time number locations actions, process parameters, resistance coefficient medium (dissipation factor), other factors.</p>