Peter H. Yoon
Classical Kinetic Theory of Weakly Turbulent Nonlinear Plasma Processes
Peter H. Yoon
Classical Kinetic Theory of Weakly Turbulent Nonlinear Plasma Processes
- Gebundenes Buch
- Merkliste
- Auf die Merkliste
- Bewerten Bewerten
- Teilen
- Produkt teilen
- Produkterinnerung
- Produkterinnerung
A systematic overview of the kinetic theory of weak plasma turbulence, including the foundational concepts and mathematical and technical details.
Andere Kunden interessierten sich auch für
- Leopoldo S. García-ColínThe Kinetic Theory of Inert Dilute Plasmas74,99 €
- Sourav GangulyStudy of nuclear structure in weakly deformed nuclei38,99 €
- Yuri MakeenkoMethods of Contemporary Gauge Theory172,99 €
- Roy J. GlauberAsymptotic Diffraction Theory and Nuclear Scattering142,99 €
- Tristan HübschAdvanced Concepts in Particle and Field Theory151,99 €
- Jean LetessierHadrons and Quark-Gluon Plasma218,99 €
- E. X. FerrarsThe Theory of Complex Angular Momenta222,99 €
-
-
-
A systematic overview of the kinetic theory of weak plasma turbulence, including the foundational concepts and mathematical and technical details.
Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Produktdetails
- Produktdetails
- Verlag: Cambridge University Press
- Seitenzahl: 366
- Erscheinungstermin: 12. September 2019
- Englisch
- Abmessung: 250mm x 175mm x 24mm
- Gewicht: 812g
- ISBN-13: 9781107172005
- ISBN-10: 1107172004
- Artikelnr.: 56030748
- Verlag: Cambridge University Press
- Seitenzahl: 366
- Erscheinungstermin: 12. September 2019
- Englisch
- Abmessung: 250mm x 175mm x 24mm
- Gewicht: 812g
- ISBN-13: 9781107172005
- ISBN-10: 1107172004
- Artikelnr.: 56030748
Peter H. Yoon is a Senior Research Scientist at the Institute of Physical Science and Technology, University of Maryland, College Park. He is a leading expert in space plasma physics, and has been invited to a number of international universities as a visiting professor. These appointments include Kyung Hee University, Korea and Ruhr-Universität Bochum, Germany. He is a Fellow of the American Physical Society.
Preface
Part I. Vlasov Weak Turbulence Theory: Electrostatic Approximation: 1. Nonlinear electrostatic equations for collisionless plasmas
2. Electrostatic Vlasov weak turbulence theory: wave kinetic equation
3. Electrostatic Vlasov weak turbulence theory: particle kinetic equation
Part II. Klimontovich Weak Turbulence Theory: Electrostatic Approximation: 4. Electrostatic Klimontovich weak turbulence theory
5. Spontaneous emission and collisional kinetic equation
6. Langmuir turbulence and electron Kappa distribution
Part III. Vlasov Weak Turbulence Theory: Electromagnetic Formalism: 7. Nonlinear electromagnetic equations in Vlasov plasmas
8. Electromagnetic Vlasov weak turbulence theory
Part IV. Klimontovich Weak Turbulence Theory: Electromagnetic Formalism: 9. Electromagnetic Klimontovich weak turbulence theory
10. Applications of EM Klimontovich weak turbulence theory
Epilogue
Appendix A. Time irreversible small amplitude perturbations
Appendix B. Resonant velocity integral
Appendix C. Nonlinear dispersion relations
Appendix D. Plasma dispersion function
Appendix E. Weak turbulence theory for reactive instabilities
Appendix F. On higher order perturbative expansion
Appendix G. On renormalized kinetic turbulence theory
Appendix H. One-dimensional normalized equations
References
Index.
Part I. Vlasov Weak Turbulence Theory: Electrostatic Approximation: 1. Nonlinear electrostatic equations for collisionless plasmas
2. Electrostatic Vlasov weak turbulence theory: wave kinetic equation
3. Electrostatic Vlasov weak turbulence theory: particle kinetic equation
Part II. Klimontovich Weak Turbulence Theory: Electrostatic Approximation: 4. Electrostatic Klimontovich weak turbulence theory
5. Spontaneous emission and collisional kinetic equation
6. Langmuir turbulence and electron Kappa distribution
Part III. Vlasov Weak Turbulence Theory: Electromagnetic Formalism: 7. Nonlinear electromagnetic equations in Vlasov plasmas
8. Electromagnetic Vlasov weak turbulence theory
Part IV. Klimontovich Weak Turbulence Theory: Electromagnetic Formalism: 9. Electromagnetic Klimontovich weak turbulence theory
10. Applications of EM Klimontovich weak turbulence theory
Epilogue
Appendix A. Time irreversible small amplitude perturbations
Appendix B. Resonant velocity integral
Appendix C. Nonlinear dispersion relations
Appendix D. Plasma dispersion function
Appendix E. Weak turbulence theory for reactive instabilities
Appendix F. On higher order perturbative expansion
Appendix G. On renormalized kinetic turbulence theory
Appendix H. One-dimensional normalized equations
References
Index.
Preface
Part I. Vlasov Weak Turbulence Theory: Electrostatic Approximation: 1. Nonlinear electrostatic equations for collisionless plasmas
2. Electrostatic Vlasov weak turbulence theory: wave kinetic equation
3. Electrostatic Vlasov weak turbulence theory: particle kinetic equation
Part II. Klimontovich Weak Turbulence Theory: Electrostatic Approximation: 4. Electrostatic Klimontovich weak turbulence theory
5. Spontaneous emission and collisional kinetic equation
6. Langmuir turbulence and electron Kappa distribution
Part III. Vlasov Weak Turbulence Theory: Electromagnetic Formalism: 7. Nonlinear electromagnetic equations in Vlasov plasmas
8. Electromagnetic Vlasov weak turbulence theory
Part IV. Klimontovich Weak Turbulence Theory: Electromagnetic Formalism: 9. Electromagnetic Klimontovich weak turbulence theory
10. Applications of EM Klimontovich weak turbulence theory
Epilogue
Appendix A. Time irreversible small amplitude perturbations
Appendix B. Resonant velocity integral
Appendix C. Nonlinear dispersion relations
Appendix D. Plasma dispersion function
Appendix E. Weak turbulence theory for reactive instabilities
Appendix F. On higher order perturbative expansion
Appendix G. On renormalized kinetic turbulence theory
Appendix H. One-dimensional normalized equations
References
Index.
Part I. Vlasov Weak Turbulence Theory: Electrostatic Approximation: 1. Nonlinear electrostatic equations for collisionless plasmas
2. Electrostatic Vlasov weak turbulence theory: wave kinetic equation
3. Electrostatic Vlasov weak turbulence theory: particle kinetic equation
Part II. Klimontovich Weak Turbulence Theory: Electrostatic Approximation: 4. Electrostatic Klimontovich weak turbulence theory
5. Spontaneous emission and collisional kinetic equation
6. Langmuir turbulence and electron Kappa distribution
Part III. Vlasov Weak Turbulence Theory: Electromagnetic Formalism: 7. Nonlinear electromagnetic equations in Vlasov plasmas
8. Electromagnetic Vlasov weak turbulence theory
Part IV. Klimontovich Weak Turbulence Theory: Electromagnetic Formalism: 9. Electromagnetic Klimontovich weak turbulence theory
10. Applications of EM Klimontovich weak turbulence theory
Epilogue
Appendix A. Time irreversible small amplitude perturbations
Appendix B. Resonant velocity integral
Appendix C. Nonlinear dispersion relations
Appendix D. Plasma dispersion function
Appendix E. Weak turbulence theory for reactive instabilities
Appendix F. On higher order perturbative expansion
Appendix G. On renormalized kinetic turbulence theory
Appendix H. One-dimensional normalized equations
References
Index.