This text describes the theory of wave turbulence and applies this framework to examples in a variety of fields, providing an interdisciplinary view of the subject. It is intended primarily for graduate students, researchers and instructors in the fields of physics, geophysics, astrophysics, mathematics and engineering.
This text describes the theory of wave turbulence and applies this framework to examples in a variety of fields, providing an interdisciplinary view of the subject. It is intended primarily for graduate students, researchers and instructors in the fields of physics, geophysics, astrophysics, mathematics and engineering.
Sébastien Galtier is a Professor at the University of Paris-Saclay. His research focuses on fundamental aspects of turbulence with applications to space plasmas and cosmology. He has published over 100 refereed papers and a graduate text, Introduction to Modern Magnetohydrodynamics (Cambridge University Press, 2016). He is a senior fellow of the prestigious Institut Universitaire de France.
Inhaltsangabe
Foreword. 1. General introduction Part I. Fundamentals of Turbulence: 2. Eddy turbulence in hydrodynamics 3. Spectral theory in hydrodynamics Exercises I Part II. Wave Turbulence: 4. Introduction 5. Theory for capillary wave turbulence 6. Inertial wave turbulence 7. Alfvén wave turbulence 8. Wave turbulence in a compressible plasma 9. Gravitational wave turbulence Exercises II Appendix A: Solutions to the exercises Appendix B: Formulary Index.
Foreword. 1. General introduction Part I. Fundamentals of Turbulence: 2. Eddy turbulence in hydrodynamics 3. Spectral theory in hydrodynamics Exercises I Part II. Wave Turbulence: 4. Introduction 5. Theory for capillary wave turbulence 6. Inertial wave turbulence 7. Alfvén wave turbulence 8. Wave turbulence in a compressible plasma 9. Gravitational wave turbulence Exercises II Appendix A: Solutions to the exercises Appendix B: Formulary Index.
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