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El. knyga: Physical Foundations Of Hydrodynamic Processes, The: Macroscopic And Kinetic Approaches

(Russian Academy Of Sci, Russia), (Russian Academy Of Sci, Russia)
  • Formatas: 296 pages
  • Išleidimo metai: 19-Mar-2020
  • Leidėjas: World Scientific Publishing Co Pte Ltd
  • Kalba: eng
  • ISBN-13: 9789811211171
Kitos knygos pagal šią temą:
  • Formatas: 296 pages
  • Išleidimo metai: 19-Mar-2020
  • Leidėjas: World Scientific Publishing Co Pte Ltd
  • Kalba: eng
  • ISBN-13: 9789811211171
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This book studies the fundamental concept of hydrodynamics as part of theoretical physics and demonstrates the connection of macroscopic approach with the description of properties of fluid motion and microscopic kinetic theory. It also presents recent investigations in instabilities and turbulence theory.

Introduction xi
Part I Bases of Hydrodynamics
1(128)
Chapter 1 Equations of Motion
3(70)
1.1 Euler's Equations
3(14)
1.2 Navier--Stokes Equations
17(12)
1.3 Kinetic Equations and Gas Dynamics
29(41)
1.4 Summary
70(3)
Chapter 2 Gravity Waves and Solitons
73(12)
2.1 Wave Equation and Free Surface Gravity Waves
73(5)
2.2 Waves in Dispersive Media
78(2)
2.3 Waves at a Density Interface Between Liquids of Different Densities
80(4)
2.4 Summary
84(1)
Chapter 3 Thermodynamics of Fluids
85(16)
3.1 Equation of State
85(6)
3.2 Thermodynamical Properties of Fluids and Gases
91(8)
3.3 Summary
99(2)
Chapter 4 Shock Waves
101(28)
4.1 One-Dimensional Fluidodynamics and Rankine--Hugoniot Conditions
101(16)
4.2 Weak Shocks and the Boltzmann Equation
117(10)
4.3 Summary
127(2)
Part II Stability and Instabilities in Fluidodynamics
129(74)
Chapter 5 Instabilities in Fluidodynamics and Its Consequences
131(32)
5.1 An Introduction to Thermal Convection
131(4)
5.2 Linear Analysis and Normal Modes
135(11)
5.3 Classical Types of Hydrodynamical Instabilities
146(16)
5.4 Summary
162(1)
Chapter 6 Classical Turbulence in Fluid Dynamics
163(40)
6.1 Introduction to Classical Turbulence
163(8)
6.2 The Homogeneous Turbulence and Its Spectrum
171(18)
6.3 Direct Numerical Simulation of Turbulence
189(12)
6.4 Summary
201(2)
Part III Coherent Hydrodynamic Structures
203(36)
Chapter 7 Vortex Dynamics on the Plane
205(12)
7.1 Joyce--Montgomery Equation for Vorticity
205(4)
7.2 Vortex Systems with Negative Temperature
209(3)
7.3 Kinetic Origin of Multivortex Systems
212(3)
7.4 Summary
215(2)
Chapter 8 Poisson Systems in Hydrodynamics
217(12)
8.1 Poisson Systems and States of Relative Equilibrium
217(3)
8.2 Young Measures in Hydrodynamics
220(3)
8.3 Equilibrium States in Statistical Mechanics of the Euler Equation and Variation of Functionals in Poisson Systems
223(4)
8.4 Summary
227(2)
Chapter 9 Introduction of Metric Structure in Hydrodynamic Systems
229(10)
9.1 Lagrangian and Hamiltonian Formalism of the Description of the Hydrodynamic System in Terms of Monge Potentials
230(2)
9.2 The Canonical Connections of the Hamiltonian Space
232(2)
9.3 The Deviation of Geodesies on the Monge Manifolds
234(3)
9.4 Summary
237(2)
Appendices 239(2)
Appendix A Chaplygin's Gas 241(6)
Appendix B Richtmyer--Meshkov Instability 247(8)
Appendix C Instabilities and Turbulence in Astrophysics 255(16)
References 271(10)
Index 281