K.R. AIDA-ZADE, S.G. TALIBOV, V.А. HASHIMOV
OPTIMIZATION AND CONTROL OF PLACEMENTS OF POINT DAMPERS ON THE PLATE
The problem of optimal control by processes of stabilization of the two-dimensional thin plate variations is investigated. The stabilization is carried out by point-controlled dampers of vibrations installed on the plate. The placements and modes of operation of dampers are optimized. The methods of optimization of the first order are used for the numerical solution. The formulas for the functional gradient are obtained. The results of numerical experiments are given.
Keywords: vibrations of the plate, soothing vibration, δ - function, functional gradient, the placement of damper
OPTIMIZATION AND CONTROL OF PLACEMENTS OF POINT DAMPERS ON THE PLATE
The problem of optimal control by processes of stabilization of the two-dimensional thin plate variations is investigated. The stabilization is carried out by point-controlled dampers of vibrations installed on the plate. The placements and modes of operation of dampers are optimized. The methods of optimization of the first order are used for the numerical solution. The formulas for the functional gradient are obtained. The results of numerical experiments are given.
Keywords: vibrations of the plate, soothing vibration, δ - function, functional gradient, the placement of damper