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Unified Non-Local Theory of Transport Processes
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Fully revised and expanded comprehensive monograph providing the unified theory of transport processes from atom structures to the evolution of the universe.

Table of Contents

Preface Historical Introduction and the Problem Formulation Chapter 1: Generalized Boltzmann Equation Chapter 2: Theory of Generalized Hydrodynamic Equations Chapter 3: Quantum Non-Local Hydrodynamics Chapter 4: Application of Unified Non-Local Theory to the Calculation of the Electronc and Proton Inner Structures Chapter 5: Non-Local Quantum Hydrodynamics in the Theory of Plasmoids and the Atom Structure Chapter 6: Quantum Solitons in Solid Matter Chapter 7: Generalized Boltzmann Physical Kinetics in Physics of Plasma Chapter 8: Physics of a Weakly Ionized Gas Chapter 9: Generalized Boltzmann Equation in the Theory of the Rarefied Gases and Liquids Chapter 10: Strict Theory of Turbulence and Some Applications of the Generalized Hydrodynamic Theory Chapter 11: Astrophysical Applications Chapter 12: The Generalized Relativistic Kinetic and Hydrodynamic Theory Appendix 1: Perturbation Method of the Equation Solution Appendix 2: Using of Curvilinear Coordinates in the Generalized Hydrodynamic Theory Appendix 3: Characteristic Scales in Plasma Physics Appendix 4: Dispersion Relations in the Generalized Boltzmann Kinetic Thoery Neglecting the Integral Collision Term Appendix 5: Three-Diagonal Method of Gauss Elimination Techniques for the Differential Third and Second Order Equations Appendix 6: Some Integral Calculations in the Generalized Navier - Stokes Approximation Appendix 7: Derivation of Energy Equation References Index

About the Author

Professor Boris V. Alexeev is Head of the Centre of the Theoretical Foundations of Nanotechnology and Head of the Physics Department at the Moscow Lomonosov University of Fine Chemical Technologies, Moscow, Russia. In the 1990s he was Visiting Professor at the University of Alabama, Huntsville, AL, USA, and Visiting Professor at the University of Provence, Marseille, France. Professor Alexeev has published over 290 articles in international scientific journals and 22 books. He has received several honors and awards, and is member of six societies.

Reviews

"...contains a lot of illustrations and calculations supplied with the detailed discussions of the used approximations, their precision, parameters, etc. It is especially important within the first part of the book, where the method is introduced since these items allow for studying of the topic by newcomers." --Zentralblatt MATH

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