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Item Details
Title: CHAOS IN STRUCTURAL MECHANICS
By: Jan Awrejcewicz, Vadim Anatolevich Krysko
Format: Paperback

List price: £109.99


We currently do not stock this item, please contact the publisher directly for further information.

ISBN 10: 364209645X
ISBN 13: 9783642096457
Publisher: SPRINGER-VERLAG BERLIN AND HEIDELBERG GMBH & CO. KG
Pub. date: 22 October, 2010
Edition: Softcover reprint of hardcover 1st ed. 2008
Series: Understanding Complex Systems
Pages: 424
Description: This volume introduces new approaches to modeling strongly nonlinear behaviour of structural mechanical units: beams, plates and shells or composite systems. The text draws on bifurcation theory and chaos, emphasizing control and stability of objects and systems.
Synopsis: This monograph is devoted to construction of novel theoretical approaches of m- eling non-homogeneous structural members as well as to development of new and economically ef?cient (simultaneously keeping the required high engineering ac- racy)computationalalgorithmsofnonlineardynamics(statics)ofstronglynonlinear behavior of either purely continuous mechanical objects (beams, plates, shells) or hybrid continuous/lumped interacting mechanical systems. In general, the results presented in this monograph cannot be found in the - isting literature even with the published papers of the authors and their coauthors. We take a challenging and originally developed approach based on the integrated mathematical-numerical treatment of various continuous and lumped/continuous mechanical structural members, putting emphasis on mathematical and physical modeling as well as on the carefully prepared and applied novel numerical - gorithms used to solve the derived nonlinear partial differential equations (PDEs) mainly via Bubnov-Galerkin type approaches. The presented material draws on the ?elds of bifurcation, chaos, control, and s- bility of the objects governed by strongly nonlinear PDEs and ordinary differential equations (ODEs),and may have a positive impact on interdisciplinary ?elds of n- linear mechanics, physics, and applied mathematics. We show, for the ?rst time in a book, the complexity and fascinating nonlinear behavior of continual mechanical objects, which cannot be found in widely reported bifurcational and chaotic dyn- ics of lumped mechanical systems, i. e. , those governed by nonlinear ODEs.
Illustrations: 45 Tables, black and white; 195 Illustrations, black and white; XIII, 424
Publication: Germany
Imprint: Springer-Verlag Berlin and Heidelberg GmbH & Co. K
Returns: Returnable
Some other items by this author:
APPLIED NON-LINEAR DYNAMICAL SYSTEMS (HB)
APPLIED NON-LINEAR DYNAMICAL SYSTEMS (PB)
APPROXIMATE MODELS OF MECHANICS OF COMPOSITES (HB)
ASYMPTOTIC APPROACHES IN NONLINEAR DYNAMICS (PB)
ASYMPTOTIC METHODS FOR ENGINEERS (HB)
ASYMPTOTIC METHODS IN THE THEORY OF PLATES WITH MIXED BOUNDARY CONDITIONS
ASYMPTOTIC METHODS IN THE THEORY OF PLATES WITH MIXED BOUNDARY CONDITIONS
ASYMPTOTIC METHODS IN THE THEORY OF PLATES WITH MIXED BOUNDARY CONDITIONS (HB)
ASYMPTOTIC MULTIPLE SCALE METHOD IN TIME DOMAIN
ASYMPTOTIC MULTIPLE SCALE METHOD IN TIME DOMAIN (HB)
ASYMPTOTICAL MECHANICS OF COMPOSITES
ASYMPTOTICAL MECHANICS OF COMPOSITES (HB)
ASYMPTOTICAL MECHANICS OF THIN-WALLED STRUCTURES (PB)
BIFURCATION AND CHAOS (PB)
BIFURCATION AND CHAOS IN COUPLED OSCILLATORS (HB)
BIFURCATION AND CHAOS IN SIMPLE DYNAMICAL SYSTEMS (HB)
CHAOS IN STRUCTURAL MECHANICS (HB)
CLASSICAL MECHANICS
CLASSICAL MECHANICS
CLASSICAL MECHANICS (HB)
CLASSICAL MECHANICS (HB)
CLASSICAL MECHANICS (HB)
CLASSICAL MECHANICS (PB)
DETERMINISTIC CHAOS IN ONE DIMENSIONAL CONTINUOUS SYSTEMS (HB)
DETERMINISTIC CHAOS IN ONE-DIMENSIONAL CONTINUOUS SYSTEMS
DYNAMICAL SYSTEMS: MODELLING (HB)
DYNAMICAL SYSTEMS: MODELLING : L DZ, POL (PB)
DYNAMICAL SYSTEMS: THEORETICAL AND EXPER (PB)
DYNAMICAL SYSTEMS: THEORETICAL AND EXPERIMENTAL ANALYSIS (HB)
DYNAMICS OF MECHATRONICS SYSTEMS
DYNAMICS OF MECHATRONICS SYSTEMS: MODELING, SIMULATION, CONTROL, OPTIMIZATION AND EXPERIMENTAL INVESTIGATIONS (HB)
ELASTIC AND THERMOELASTIC PROBLEMS IN NONLINEAR DYNAMICS OF STRUCTURAL MEMBERS
ELASTIC AND THERMOELASTIC PROBLEMS IN NONLINEAR DYNAMICS OF STRUCTURAL MEMBERS (HB)
INTRODUCTION TO ASYMPTOTIC METHODS (HB)
LINEAR AND NONLINEAR WAVES IN MICROSTRUCTURED SOLIDS
LINEAR AND NONLINEAR WAVES IN MICROSTRUCTURED SOLIDS (HB)
MATHEMATICAL MODELLING AND NUMERICAL ANALYSIS OF SIZE-DEPENDENT STRUCTURAL MEMBERS IN TEMPERATURE FIELDS
MATHEMATICAL MODELLING AND NUMERICAL ANALYSIS OF SIZE-DEPENDENT STRUCTURAL MEMBERS IN TEMPERATURE FIELDS (HB)
MATHEMATICAL MODELS OF HIGHER ORDERS (HB)
MECHATRONICS: IDEAS FOR INDUSTRIAL APPLICATIONS (PB)
MECHATRONICS: IDEAS, CHALLENGES, SOLUTIONS AND APPLICATIONS (PB)
MODELING, ANALYSIS AND CONTROL OF DYNAMICAL SYSTEMS WITH FRICTION AND IMPACTS (HB)
MODELING, SIMULATION AND CONTROL OF NONLINEAR ENGINEERING DYNAMICAL SYSTEMS (HB)
MODELING, SIMULATION AND CONTROL OF NONLINEAR ENGINEERING DYNAMICAL SYSTEMS (PB)
NONCLASSICAL THERMOELASTIC PROBLEMS IN NONLINEAR DYNAMICS OF SHELLS (HB)
NONCLASSICAL THERMOELASTIC PROBLEMS IN NONLINEAR DYNAMICS OF SHELLS (PB)
NONLINEAR DYNAMICS OF A WHEELED VEHICLE (PB)
NONLINEAR DYNAMICS OF CONTINUOUS ELASTIC SYSTEMS (PB)
NONLINEARITY, BIFURCATION AND CHAOS:THEO (HB)
NONSMOOTH DYNAMICS OF CONTACTING THERMOELASTIC BODIES (HB)
NONSMOOTH DYNAMICS OF CONTACTING THERMOELASTIC BODIES (PB)
NUMERICAL ANALYSIS:THEORY AND APPLICATIO (HB)
ORDINARY DIFFERENTIAL EQUATIONS AND MECHANICAL SYSTEMS (HB)
ORDINARY DIFFERENTIAL EQUATIONS AND MECHANICAL SYSTEMS (PB)
SMOOTH AND NONSMOOTH HIGH DIMENSIONAL CHAOS AND THE MELNIKOV-TYPE METHODS (HB)
THERMO-DYNAMICS OF PLATES AND SHELLS (HB)
THERMO-DYNAMICS OF PLATES AND SHELLS (PB)

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