
The author discusses a problem on boundary kinematic control for one-dimensional oscillatory systems with distributed parameters on a finite time interval. Displacement of one end is assumed to be regulated while the other end is considered to be free. The system is subject to additional perturbations distributed and concentrated on the ends. Requirements to perturbations are established as well as requirements to the initial and final distributions and the duration of the control process which yield smooth solutions of the problem.
optimal control, Control of mechanical systems, Existence theories for optimal control problems involving partial differential equations, principle of maximum
optimal control, Control of mechanical systems, Existence theories for optimal control problems involving partial differential equations, principle of maximum
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