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Control of Fluid-Containing Rotating Rigid Bodies: Communications in Cybernetics, Systems Science and Engineering

Autor Anatoly A. Gurchenkov, Mikhail V. Nosov, Vladimir I. Tsurkov
en Limba Engleză Paperback – 21 oct 2019
This book is devoted to the study of the dynamics of rotating bodies with cavities containing liquid. Two basic classes of motions are analyzed: rotation and libration. Cases of complete and partial filling of cavities with ideal liquid and complete filling with viscous liquid are treated. The volume presents a method for obtaining relations between angular velocities perpendicular to main rotation and external force momentums, which are treated as control.

The developed models and methods of solving dynamical problems as well as numerical methods for solving problems of optimal control can be used for studying the dynamics of aircraft in the atmosphere and spacecraft with stores of liquid fuel, which are rotating around some axis for stabilization. The results are also applicable in the development of fast revolving rotors, centrifuges and gyroscopes, which have cavities filled with liquid.

This work will be of interest to researchers at universities and laboratories specializing in problems of control for hybrid systems, as well as to under-/postgraduates with this specialization. It will also benefit researchers and practitioners in aerospace and mechanical engineering.
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Specificații

ISBN-13: 9780367380175
ISBN-10: 036738017X
Pagini: 160
Dimensiuni: 174 x 246 mm
Greutate: 0.29 kg
Ediția:1
Editura: CRC Press
Colecția CRC Press
Seria Communications in Cybernetics, Systems Science and Engineering


Public țintă

Professional Practice & Development

Cuprins

Introduction  1. Control of a rotating rigid body with a cavity completely filled with an ideal fluid 2. Control of a rotating rigid body containing a fluid with free surface 3. Oscillations of a plate in a viscous fluid 4. Control of a rotating rigid body containing a viscous fluid  Conclusion

Notă biografică

Anatoly A. Gurchenkov, Doctor of Science (in physics and mathematics), Leading Researcher at the Department of Complex Systems, Computer Center, Russian Academy of Sciences and Professor at the Russian State Technological University (MATI). A well-known specialist in stability and control of rotating dynamic systems with a fluid-filled cavity. Author of more than 100 papers published by the Russian Academy of Sciences, “Fizmatlit’’ and other publishing houses, including four monographs; author of two patents.


Mikhail V. Nosov, Candidate of Science (in physics and mathematics), Senior Researcher at the Department of Complex Systems, Computer Center, Russian Academy of Sciences. Author of more than 25 papers published by the Russian Academy of Sciences and other publishing houses. Teaches courses in programming, computer science, and theory of relational databases at the Russian State Technological University (MATI).


Vladimir I. Tsurkov, Doctor of Science (in physics and mathematics), Head of the Department of Complex Systems Computer Center, Russian Academy of Sciences, and Professor at the Moscow Institute of Physics and Technology. Member of the Institute for Management Sciences and Operations Research (USA), Associate Member of the Russian Academy of Natural Sciences, Member of the Editorial Board of the Journal of Computer and Systems Sciences International. One of the leading experts in aggregation-based decomposition methods and a well-known specialist in analysis of numerical methods related to operation research models, in large-scale hierarchical optimization and control, and in catastrophe theory. Author of more than 180 papers published by the Russian Academy of Sciences, “Fizmatlit" and other publishing houses (in particular, Kluwer), including six monographs.

Descriere

This book is devoted to the study of the dynamics of rotating bodies with cavities containing liquid. Two basic classes of motion are analyzed: rotation and libration. Cases of complete and partial filling of cavities with ideal liquid and complete filling with viscous liquid are treated. A method is presented for obtaining relations between angular velocities perpendicular to main rotation and external force momentums, treated as control. This work will be of interest to professionals and researchers at universities and laboratories specializing in problems of control for hybrid systems and aerospace/mechanical engineering, as well as to under-/postgraduates with this specialization.