Statistical mechanics of charged particles
Tipo de material:
- 533.93/B17
Contenidos:
1. The general diagram method for classical gases -- 2. The short-time behavior of classical plasmas - The Vlassov equation -- 3. The theory of plasma oscillations -- 4. The dispersion equation -- 5. The van kampen-case treatment of the Vlassov equation -- 6. The long-time behavior of classical plasmas -- 7. The landau (Fokker-Planck) approximation -- 8. Properties of the landau equation -- 9. The ring approximation -- 10. Binary correlations in the ring approximation -- 11. The general description of a plasma in the ring approximation -- 12. The equilibrium state -- 13. Non-equilibrium stationary states and the theor of transport coefficients
Tipo de ítem | Biblioteca actual | Colección | Signatura topográfica | Copia número | Estado | Código de barras | |
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Jicamarca | Colección Bibliográfica | 533.93/B17 Ej. 2 (Navegar estantería(Abre debajo)) | Disponible | ROJ0001239 | ||
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Jicamarca | Colección Bibliográfica | 533.93/B17 (Navegar estantería(Abre debajo)) | 1 | Disponible | ROJ0000568 |
Total de reservas: 0
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533.92/C36 Introduction to plasma physics and controlled fusion | 533.922/B83 Electron-stream interaction with plasmas | 533.93/B17 Statistical mechanics of charged particles | 533.93/B17 Ej. 2 Statistical mechanics of charged particles | 533.95/B84 Basic data of plasma physics | 533.95/P47 Solitary waves in plasmas and in the atmosphere | 533.951.7/K13 Plasma turbulence |
Incluye índice: páginas 469-477
1. The general diagram method for classical gases -- 2. The short-time behavior of classical plasmas - The Vlassov equation -- 3. The theory of plasma oscillations -- 4. The dispersion equation -- 5. The van kampen-case treatment of the Vlassov equation -- 6. The long-time behavior of classical plasmas -- 7. The landau (Fokker-Planck) approximation -- 8. Properties of the landau equation -- 9. The ring approximation -- 10. Binary correlations in the ring approximation -- 11. The general description of a plasma in the ring approximation -- 12. The equilibrium state -- 13. Non-equilibrium stationary states and the theor of transport coefficients