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Continuous Media with Microstructure

Continuous Media with Microstructure
Kataloginformation
Feldname Details
Vorliegende Sprache eng
Hinweise auf parallele Ausgaben 321616529 Buchausg. u.d.T.: ‡Continuous media with microstructure
ISBN 978-3-642-11444-1
Name Albers, Bettina
T I T E L Continuous Media with Microstructure
Verlagsort Berlin, Heidelberg
Verlag Springer-Verlag Berlin Heidelberg
Erscheinungsjahr 2010
2010
Umfang Online-Ressource (450p. 89 illus, digital)
Reihe SpringerLink. Bücher
Notiz / Fußnoten "Collection in honor of Krzysztof Wilmanski
Includes bibliographical references and indexes
Weiterer Inhalt Title Page; Preface; Contents; List of Contributors; Part I SCIENTIFIC LIFE OF PROF. DR. KRZYSZTOFWILMA N´ SKI; Part II THERMODYNAMIC MODELING; On Pore Fluid Pressure and Effective Solid Stress in the Mixture Theory of Porous Media; Introduction; Mixture of Elastic Materials; Summary of Results for Elastic Solid-Fluid Mixtures; Jump Condition at Fluid-Permeable Surface; Saturated Porous Media; Pore Fluid Pressure; Equations of Motion; Linear Theory and Darcy's Law; Incompressible Porous Media; Effective Stress Principle; An Equilibrium Solution; References. An Extrapolation of Thermodynamics to Evolutionary GeneticsIntroduction; Selective Free Energy of a Haploid Population; Model Population: Number of Realizations and Entropy; Entropy; Mutation without Selection. Maximum Entropy; Selection without Mutation. Minimum of Selective Energy; Mutation and Selection Together; Mutational Intensity and Selective "Free Energy"; Other Forms of the Selective Energy; Analogy to Thermodynamics of Binary Chemically Reacting Mixtures; Chemical Potentials and Law of Mass Action; "Chemical Equilibrium"; The Selective Energy Function (5). The Selective Energy Function (10)References; Some Recent Results on Multi-temperature Mixture of Fluids; Mixtures in Rational Thermodynamics; Euler Fluids and Comparison between MT and ST Models; Symmetric Hyperbolic System and Principal Subsystems; Qualitative Analysis; The K-Condition in the Mixture Theories; Average Temperature; Examples of Spatially Homogenous Mixture and Static Heat Conduction; Solution of a Spatially Homogenous Mixture; Static Heat Conduction Solution; Maxwellian Iteration; A Classical Approach of Multi-temperature Mixtures; Conclusions; References. Part III EXTENSIONS OF CONSTITUTIVE LAWSHypocontinua; Preamble; Essential Ingredients; Reminder of Definitions. Comments; Balance Laws for Hypocontinua; References; On Constitutive Choices for Smectic Elastomers; Introduction; The Smectic Elastomers; Balance Equations for Continua with Vectorial Microstructure; Constraints for Smectic Elastomers; Restrictions on the Constitutive Equations; Final Remarks and Conclusions; References; A Note on the Representation of Cosserat Rotation; Background: Cosserat Rotations; Quaternions as Tensors; Application to Cosserat Rotations; Conclusions. ReferencesMaterial Uniformity and the Concept of the Stress Space; Introduction; Hyperelastic Unifomity; Configurations and the Cauchy Metric; Material Uniformity; Material Connections; The Multiplicative Decomposition of the Deformation Gradient; The Stress Space; Examples; References; Coupled Nonlinear Thermoelastic Equations for an Orthotropic Beam with Thermal and Viscous Dissipation; Introduction; Basic Equations; Second Law of Thermodynamics; Specific Thermoelastic Constitutive Equations; Specification of the Assigned Fields; Specific Constitutive Equations for the Viscous Terms. Initial and Boundary Conditions
Titelhinweis Buchausg. u.d.T.: ‡Continuous media with microstructure
ISBN ISBN 978-3-642-11445-8
Klassifikation TG
TEC009070
TEC021000
620.1
620.11299
TA405-409.3
QA808.2
ZM 7030
Kurzbeschreibung The contributions to the book concern various aspects of extension of classical continuum models. These extensions are related to the appearance of microstructures both natural as well as these created by processes. To the first class belong various thermodynamic models of multicomponent systems such as porous materials, composites, materials with microscopic heterogeneities. To the second class belong primarily microstructures created by phase transformations. Invited authors cover both fields of thermodynamic modeling and mathematical analysis of such continua with microstructure. In particular the following subjects are covered: thermodynamic modeling of saturated and unsaturated porous and granular media, linear and nonlinear waves in such materials, extensions of constitutive laws by internal variables, higher gradients and nonequilibrium fields, stochastic processes in porous and fractal materials, thermodynamic modeling of composite materials, mathematical analysis of multicomponent systems, phase transformations in solids
2. Kurzbeschreibung Focuses on various aspects of extension of classical continuum models. This book cover both fields of thermodynamic modeling and mathematical analysis of such continua with microstructure. It also covers thermodynamic modeling of saturated and unsaturated porous and granular media, linear and nonlinear waves in such materials
1. Schlagwortkette Poröser Stoff
Mikromechanik
Kontinuumsmechanik
Aufsatzsammlung
1. Schlagwortkette ANZEIGE DER KETTE Poröser Stoff -- Mikromechanik -- Kontinuumsmechanik -- Aufsatzsammlung
2. Schlagwortkette Granulärer Stoff
Mikromechanik
Kontinuumsmechanik
2. Schlagwortkette ANZEIGE DER KETTE Granulärer Stoff -- Mikromechanik -- Kontinuumsmechanik
3. Schlagwortkette Verbundwerkstoff
Mehrstoffsystem
Mikromechanik
Kontinuumsmechanik
3. Schlagwortkette ANZEIGE DER KETTE Verbundwerkstoff -- Mehrstoffsystem -- Mikromechanik -- Kontinuumsmechanik
4. Schlagwortkette Poröser Stoff
Mikromechanik
Kontinuumsmechanik
ANZEIGE DER KETTE Poröser Stoff -- Mikromechanik -- Kontinuumsmechanik
5. Schlagwortkette Granulärer Stoff
Mikromechanik
Kontinuumsmechanik
ANZEIGE DER KETTE Granulärer Stoff -- Mikromechanik -- Kontinuumsmechanik
6. Schlagwortkette Verbundwerkstoff
Mehrstoffsystem
Mikromechanik
Kontinuumsmechanik
ANZEIGE DER KETTE Verbundwerkstoff -- Mehrstoffsystem -- Mikromechanik -- Kontinuumsmechanik
SWB-Titel-Idn 322304792
Signatur Springer E-Book
Bemerkungen Elektronischer Volltext - Campuslizenz
Elektronische Adresse $uhttp://dx.doi.org/10.1007/978-3-642-11445-8
Internetseite / Link Volltext
Siehe auch Volltext
Siehe auch Cover
Kataloginformation500148241 Datensatzanfang . Kataloginformation500148241 Seitenanfang .
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