Mechanics of Generalized Continua
Preț: 510,00 lei
Disponibilitate: la comandă
Autor: Holm Altenbach, Gérard Maugin
ISBN: 9783642192180
Editura: Springer
Anul publicării: 2011
Pagini: 350
DESCRIERE
Mechanics of Generalized Continua comprises of contributions from leading experts from France, Russian Federation, and Germany. The text focuses on recent research such as the application of well-known models to new problems, micro-macro aspects, and more.
State of the Art and prospects in generalized GCM.- Microstructure, homogenisation and GCM modelling.- Application of GCM to intertwined fabrics.- GCM modelling of granular materials.- Scaling effects and metamaterials.-Applications of GCM in the strength of materials.- Application of GCM in 3D periodic structures.- GCM and numerics.- Hierarchy of scales in modelling materials.-Fractals and GCM.- Nonlinear waves in Cosserat continuum.- Analytical and numerical solutions for problems of the theory of asymmetric elasticity and their applications for experimental studies.- Kinetics of chemical reactions in deformable solids with dynamic loading.- Constitutive models of mechanical behaviour of media with stress state dependent material properties.- Theory of continuously distributed disclinations and dislocations in micropolar media.- On one model of generalised continuum and its thermodynamical interpretation.- Mechanics of carbon nanostructures.- The influence of the Cosserat concept on the theory of strength of materials.-Visualization at studying hydrodynamic instability in strong .-Nonlinear dynamic processes in media with internal structure.- On the Application of Generalized Continua Models to Structural Mechanics.- An Axiomatic Framework for Gradient-Materials.- Logarithmic Deformation Measures and Tensors Applied to Generalized Continua.- Modelling and Simulation Aspects of Generalised Multiphysics Continuum Models.- A Micro-Macro-Based Investigation of Micropolar Media.- Micromechanical Interpretation of Kinematically Extended Continua.- Subgrid Interaction and Homogenisation: New Invariance Conditions in Gradient Elasticity.- Numerical Considerations of FE^2 Problems.- Dispersive Waves in Generalized Continua: Experimental and Theoretical Investigations.- Generalized Continua Applied to Nano-size Objects.
State of the Art and prospects in generalized GCM.- Microstructure, homogenisation and GCM modelling.- Application of GCM to intertwined fabrics.- GCM modelling of granular materials.- Scaling effects and metamaterials.-Applications of GCM in the strength of materials.- Application of GCM in 3D periodic structures.- GCM and numerics.- Hierarchy of scales in modelling materials.-Fractals and GCM.- Nonlinear waves in Cosserat continuum.- Analytical and numerical solutions for problems of the theory of asymmetric elasticity and their applications for experimental studies.- Kinetics of chemical reactions in deformable solids with dynamic loading.- Constitutive models of mechanical behaviour of media with stress state dependent material properties.- Theory of continuously distributed disclinations and dislocations in micropolar media.- On one model of generalised continuum and its thermodynamical interpretation.- Mechanics of carbon nanostructures.- The influence of the Cosserat concept on the theory of strength of materials.-Visualization at studying hydrodynamic instability in strong .-Nonlinear dynamic processes in media with internal structure.- On the Application of Generalized Continua Models to Structural Mechanics.- An Axiomatic Framework for Gradient-Materials.- Logarithmic Deformation Measures and Tensors Applied to Generalized Continua.- Modelling and Simulation Aspects of Generalised Multiphysics Continuum Models.- A Micro-Macro-Based Investigation of Micropolar Media.- Micromechanical Interpretation of Kinematically Extended Continua.- Subgrid Interaction and Homogenisation: New Invariance Conditions in Gradient Elasticity.- Numerical Considerations of FE^2 Problems.- Dispersive Waves in Generalized Continua: Experimental and Theoretical Investigations.- Generalized Continua Applied to Nano-size Objects.
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