Speaker
Mr
Nikolay Taran
(Moscow Aviation Institute)
Description
The beams are typical elements of complex mechanical systems. Vibrations of beams are modeled by initial boundary problems for the forth order partial differential equation, where initial conditions are considered as non-desirable perturbations and right parts of the equation as a control function. In this report we investigate the possibility of numerical damping non-desirable vibrations for minimal time t = T by using multiple point actuators. Given examples for numerical solutions obtained with one and multiple point actuators showing process of damping oscillations of a beam.
Primary author
Mr
Nikolay Taran
(Moscow Aviation Institute)
Co-authors
Dr
Andrey Atamuratov
(PPK Ltd, Moscow, Russia)
Prof.
Igor Mikhailov
(Federal Research Center "Informatics and Control" Russian Academy of Science)
