This book aims at investigating PDE modeling and vibration control of some typical mechanical distributed parameter systems. Several control methods are proposed to realize stabilization of the closed-loop system with the help of mathematical tools and stability analysis methods. Besides, some common engineering problems, such as input and output constraints, are also involved in the control design. This book offers a comprehensive introduction of mechanical distributed parameter systems, including PDE modeling, controller design and stability analysis. The related fundamental mathematical tools and analytical approaches involving in the PDE modeling and controller are also provided, which broadens its reach to readers.
Vibration control methods of mechanical distributed parameter systems
2021
xv, 254 Seiten
Diagramme
Literaturangaben
Buch
Englisch
DDC: | 629.8 |
Optimal vibration control of curved beams using distributed parameter models
Online Contents | 2016
|Control of nonconservative distributed-parameter systems
AIAA | 1983
|On the free vibration of mono-coupled periodic distributed parameter systems
Online Contents | 1993
|Vibration suppression of distributed parameter flexible structures by Integral Consensus Control
Online Contents | 2016
|