T. S. Chow
Mesoscopic Physics of Complex Materials (eBook, PDF)
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T. S. Chow
Mesoscopic Physics of Complex Materials (eBook, PDF)
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This book is intended to provide a cross-disciplinary study of physical properties of complex fluids, solids and interfaces as a function of mesoscopic structure. The text covers a variety of active research areas, ranging from fractal surfaces, glassy state relaxation and deformation, colloidal dynamics, and polymer composites. It is intended for resarchers and graduate students in condensed matter physics, polymer physics, material science and engineering.
- Geräte: PC
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- Größe: 21.09MB
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This book is intended to provide a cross-disciplinary study of physical properties of complex fluids, solids and interfaces as a function of mesoscopic structure. The text covers a variety of active research areas, ranging from fractal surfaces, glassy state relaxation and deformation, colloidal dynamics, and polymer composites. It is intended for resarchers and graduate students in condensed matter physics, polymer physics, material science and engineering.
Dieser Download kann aus rechtlichen Gründen nur mit Rechnungsadresse in A, B, BG, CY, CZ, D, DK, EW, E, FIN, F, GR, HR, H, IRL, I, LT, L, LR, M, NL, PL, P, R, S, SLO, SK ausgeliefert werden.
Produktdetails
- Produktdetails
- Verlag: Springer US
- Seitenzahl: 196
- Erscheinungstermin: 6. Dezember 2012
- Englisch
- ISBN-13: 9781461221081
- Artikelnr.: 44043539
- Verlag: Springer US
- Seitenzahl: 196
- Erscheinungstermin: 6. Dezember 2012
- Englisch
- ISBN-13: 9781461221081
- Artikelnr.: 44043539
- Herstellerkennzeichnung Die Herstellerinformationen sind derzeit nicht verfügbar.
1 Overview.- 1.1 Statistical Dynamics.- 1.2 Fluid Dispersions.- 1.3 Relaxation in Solids.- 1.4 Nanocomposites.- 1.5 Fractal Surfaces.- Appendix 1A Viscoelasticity.- 2 Brownian Motion.- 2.1 Markovian Process.- 2.2 Langevin Equation.- 2.3 Random Force Correlation.- 2.4 Fokker Planck Equation.- 2.5 Memory Effect.- Appendix 2A The Navier Stokes Equation.- Appendix 2B The Liouville Theorem.- 3 Dynamic Response.- 3.1 Linear Response Theory.- 3.2 Correlation Functions.- 3.3 Generalized Susceptibility.- 3.4 Fluctuation Dissipation Theorem.- 3.5 Non-Markovian and Nonlocal Relations.- 3.6 Relaxation Time.- 3.7 The Master Equation.- 4 Colloidal Dynamics.- 4.1 Stokesian Dynamics.- 4.2 Anistropic Viscosities.- 4.3 Lattice Model.- 4.4 Concentrated Dispersions.- 4.5 Percolation Transition.- 4.6 Memory Function.- 4.7 Dynamic Viscosities.- 4.8 Mesoscopic Dynamics.- 4.9 Shear Thinning.- 4.10 Colloid Growth Model.- 4.11 Polymer Gels.- Appendix 4A Fractals.- 5 Glassy-State Relaxation.- 5.1 Equilibrium State.- 5.2 Free-Volume Distribution.- 5.3 Fractal Dynamic Theory of Glasses.- 5.4 Relaxation Function and Time.- 5.5 Relaxation Spectum.- 5.6 Volume Relaxation and Recovery.- 5.7 PVT Equation of State.- 6 Glassy Polymers.- 6.1 Glass Transition.- 6.2 Physical Aging.- 6.3 Dynamic Viscoelastic Properties.- 6.4 Yield Behavior.- 6.5 Stress-Induced Glass Transition.- 6.6 Activation Volume Tensor.- 6.7 Nonlinear Stress Strain Relationships.- 7 Polymer Composites.- 7.1 Anisotropic Elasticity.- 7.2 Elastic Constants.- 7.3 Thermal Expansion.- 7.4 Stress Concentration.- 7.5 Nonequilibrium Mechanical Properties.- 7.6 Compatible Polymer Blends.- 7.7 Molecular Composites.- 7.8 Nanocomposites.- Appendix 7A Eshelby s Tensor.- 8 Rough Surfaces and Interfaces.- 8.1 Fractal Surfaces.- 8.2 Noise and Fluctuations.- 8.3 Fluctuations of Contact Line.- 8.4 Wetting and Adhesion.- 8.5 Critical Surface Tension.- 8 6 Dynamics of Wetting.- 8.7 Adhesional Friction.- 8.8 Deformational Friction.- 8.9 Diffuse
1 Overview.- 1.1 Statistical Dynamics.- 1.2 Fluid Dispersions.- 1.3 Relaxation in Solids.- 1.4 Nanocomposites.- 1.5 Fractal Surfaces.- Appendix 1A Viscoelasticity.- 2 Brownian Motion.- 2.1 Markovian Process.- 2.2 Langevin Equation.- 2.3 Random Force Correlation.- 2.4 Fokker-Planck Equation.- 2.5 Memory Effect.- Appendix 2A The Navier-Stokes Equation.- Appendix 2B The Liouville Theorem.- 3 Dynamic Response.- 3.1 Linear Response Theory.- 3.2 Correlation Functions.- 3.3 Generalized Susceptibility.- 3.4 Fluctuation-Dissipation Theorem.- 3.5 Non-Markovian and Nonlocal Relations.- 3.6 Relaxation Time.- 3.7 The Master Equation.- 4 Colloidal Dynamics.- 4.1 Stokesian Dynamics.- 4.2 Anistropic Viscosities.- 4.3 Lattice Model.- 4.4 Concentrated Dispersions.- 4.5 Percolation Transition.- 4.6 Memory Function.- 4.7 Dynamic Viscosities.- 4.8 Mesoscopic Dynamics.- 4.9 Shear Thinning.- 4.10 Colloid Growth Model.- 4.11 Polymer Gels.- Appendix 4A Fractals.- 5 Glassy-State Relaxation.- 5.1 Equilibrium State.- 5.2 Free-Volume Distribution.- 5.3 Fractal Dynamic Theory of Glasses.- 5.4 Relaxation Function and Time.- 5.5 Relaxation Spectum.- 5.6 Volume Relaxation and Recovery.- 5.7 PVT Equation of State.- 6 Glassy Polymers.- 6.1 Glass Transition.- 6.2 Physical Aging.- 6.3 Dynamic Viscoelastic Properties.- 6.4 Yield Behavior.- 6.5 Stress-Induced Glass Transition.- 6.6 Activation Volume Tensor.- 6.7 Nonlinear Stress-Strain Relationships.- 7 Polymer Composites.- 7.1 Anisotropic Elasticity.- 7.2 Elastic Constants.- 7.3 Thermal Expansion.- 7.4 Stress Concentration.- 7.5 Nonequilibrium Mechanical Properties.- 7.6 Compatible Polymer Blends.- 7.7 Molecular Composites.- 7.8 Nanocomposites.- Appendix 7A Eshelby's Tensor.- 8 Rough Surfaces and Interfaces.- 8.1 Fractal Surfaces.- 8.2 Noise andFluctuations.- 8.3 Fluctuations of Contact Line.- 8.4 Wetting and Adhesion.- 8.5 Critical Surface Tension.- 8 6 Dynamics of Wetting.- 8.7 Adhesional Friction.- 8.8 Deformational Friction.- 8.9 Diffuse Scattering.- 8.10 Surface Growth.- Appendix 8A Surface Forces.
1 Overview.- 1.1 Statistical Dynamics.- 1.2 Fluid Dispersions.- 1.3 Relaxation in Solids.- 1.4 Nanocomposites.- 1.5 Fractal Surfaces.- Appendix 1A Viscoelasticity.- 2 Brownian Motion.- 2.1 Markovian Process.- 2.2 Langevin Equation.- 2.3 Random Force Correlation.- 2.4 Fokker Planck Equation.- 2.5 Memory Effect.- Appendix 2A The Navier Stokes Equation.- Appendix 2B The Liouville Theorem.- 3 Dynamic Response.- 3.1 Linear Response Theory.- 3.2 Correlation Functions.- 3.3 Generalized Susceptibility.- 3.4 Fluctuation Dissipation Theorem.- 3.5 Non-Markovian and Nonlocal Relations.- 3.6 Relaxation Time.- 3.7 The Master Equation.- 4 Colloidal Dynamics.- 4.1 Stokesian Dynamics.- 4.2 Anistropic Viscosities.- 4.3 Lattice Model.- 4.4 Concentrated Dispersions.- 4.5 Percolation Transition.- 4.6 Memory Function.- 4.7 Dynamic Viscosities.- 4.8 Mesoscopic Dynamics.- 4.9 Shear Thinning.- 4.10 Colloid Growth Model.- 4.11 Polymer Gels.- Appendix 4A Fractals.- 5 Glassy-State Relaxation.- 5.1 Equilibrium State.- 5.2 Free-Volume Distribution.- 5.3 Fractal Dynamic Theory of Glasses.- 5.4 Relaxation Function and Time.- 5.5 Relaxation Spectum.- 5.6 Volume Relaxation and Recovery.- 5.7 PVT Equation of State.- 6 Glassy Polymers.- 6.1 Glass Transition.- 6.2 Physical Aging.- 6.3 Dynamic Viscoelastic Properties.- 6.4 Yield Behavior.- 6.5 Stress-Induced Glass Transition.- 6.6 Activation Volume Tensor.- 6.7 Nonlinear Stress Strain Relationships.- 7 Polymer Composites.- 7.1 Anisotropic Elasticity.- 7.2 Elastic Constants.- 7.3 Thermal Expansion.- 7.4 Stress Concentration.- 7.5 Nonequilibrium Mechanical Properties.- 7.6 Compatible Polymer Blends.- 7.7 Molecular Composites.- 7.8 Nanocomposites.- Appendix 7A Eshelby s Tensor.- 8 Rough Surfaces and Interfaces.- 8.1 Fractal Surfaces.- 8.2 Noise and Fluctuations.- 8.3 Fluctuations of Contact Line.- 8.4 Wetting and Adhesion.- 8.5 Critical Surface Tension.- 8 6 Dynamics of Wetting.- 8.7 Adhesional Friction.- 8.8 Deformational Friction.- 8.9 Diffuse
1 Overview.- 1.1 Statistical Dynamics.- 1.2 Fluid Dispersions.- 1.3 Relaxation in Solids.- 1.4 Nanocomposites.- 1.5 Fractal Surfaces.- Appendix 1A Viscoelasticity.- 2 Brownian Motion.- 2.1 Markovian Process.- 2.2 Langevin Equation.- 2.3 Random Force Correlation.- 2.4 Fokker-Planck Equation.- 2.5 Memory Effect.- Appendix 2A The Navier-Stokes Equation.- Appendix 2B The Liouville Theorem.- 3 Dynamic Response.- 3.1 Linear Response Theory.- 3.2 Correlation Functions.- 3.3 Generalized Susceptibility.- 3.4 Fluctuation-Dissipation Theorem.- 3.5 Non-Markovian and Nonlocal Relations.- 3.6 Relaxation Time.- 3.7 The Master Equation.- 4 Colloidal Dynamics.- 4.1 Stokesian Dynamics.- 4.2 Anistropic Viscosities.- 4.3 Lattice Model.- 4.4 Concentrated Dispersions.- 4.5 Percolation Transition.- 4.6 Memory Function.- 4.7 Dynamic Viscosities.- 4.8 Mesoscopic Dynamics.- 4.9 Shear Thinning.- 4.10 Colloid Growth Model.- 4.11 Polymer Gels.- Appendix 4A Fractals.- 5 Glassy-State Relaxation.- 5.1 Equilibrium State.- 5.2 Free-Volume Distribution.- 5.3 Fractal Dynamic Theory of Glasses.- 5.4 Relaxation Function and Time.- 5.5 Relaxation Spectum.- 5.6 Volume Relaxation and Recovery.- 5.7 PVT Equation of State.- 6 Glassy Polymers.- 6.1 Glass Transition.- 6.2 Physical Aging.- 6.3 Dynamic Viscoelastic Properties.- 6.4 Yield Behavior.- 6.5 Stress-Induced Glass Transition.- 6.6 Activation Volume Tensor.- 6.7 Nonlinear Stress-Strain Relationships.- 7 Polymer Composites.- 7.1 Anisotropic Elasticity.- 7.2 Elastic Constants.- 7.3 Thermal Expansion.- 7.4 Stress Concentration.- 7.5 Nonequilibrium Mechanical Properties.- 7.6 Compatible Polymer Blends.- 7.7 Molecular Composites.- 7.8 Nanocomposites.- Appendix 7A Eshelby's Tensor.- 8 Rough Surfaces and Interfaces.- 8.1 Fractal Surfaces.- 8.2 Noise andFluctuations.- 8.3 Fluctuations of Contact Line.- 8.4 Wetting and Adhesion.- 8.5 Critical Surface Tension.- 8 6 Dynamics of Wetting.- 8.7 Adhesional Friction.- 8.8 Deformational Friction.- 8.9 Diffuse Scattering.- 8.10 Surface Growth.- Appendix 8A Surface Forces.







