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Plasma Astrophysics： History and Neiourr>1 Particles and Fields： Exact Self-C***istent Deion

1.1 In***cting particles and Liouville's theorem

1.1.1 Continuity in phase space

1.1.2 The character of particle in***ctionr>1.1.3 The Lorentorce, gravity

1.1.4 Collisional friction in plasma

1.1.5 The exact distribution function

1.2 Charged particles in the electromagic field

1.2.1 General formulation of the problem

1.2.2 The continuity equation for electric charge

1.2.3 Initial equati*** and initial conditionr>1.2.4 Astrophysical plasma applicationr>1.3 Gravitational systemr>1.4 Practice： Exercises and Answerr>2 Statistical Deion ofln***cting Particle Systemr>2.1 The averaging of Liouville's equation

2.1.1 Averaging over phase space

2.1.2 Two statistical postulater>2.1.3 A statistical mechanism of mixing in phase space

2.1.4 The derivation of a general kiic equation

2.2 A collisionalintegral and correlation functionr>2.2.1 Binary in***ctionr>2.2.2 Binary correlation

2.2.3 The collisional integral and binary correlation

2.3 Equati*** for correlation functionr>2.4 Practice： Exercises and Answerr>3 Weakly-Coupled Systems with Binary Collisionr>3.1 Approximati*** for binary collisionr>3.1.1 The small parameter of kiic theory

3.1.2 The Vlasov kiic equation

3.1.3 The Landau collisionalintegral

3.1.4 The Fokker-Planck equation

3.2 Correlation function and Debye shielding

3.2.1 The Maxwellian distribution function

3.2.2 The averaged force and electric neutrality

3.2.3 Pair correlati*** and the Debye radiur>3.3 Gravitational systemr>3.4 Comments on numerical simulationr>3.5 Practice： Exercises and Answerr>4 Propagation of Fast Particles in Plasma

4.1 Derivation of the basic kiic equation

4.1.1 Basic approximationr>4.1.2 Dimensionless kiic equation in energy space

4.2 A kiic equation at high speedr>4.3 The classical thick-target model

4.4 The role of angular diffusion

4.4.1 An approximate account of scattering

4.4.2 The thick-target model

4.5 The reverse-current electric-field effect

4.5.1 The necessity for a beam-neutralizing current

4.5.2 Formulation of a realistic kiic problem

4.5.3 Dimensionless parameters of the problem

4.5.4 Coulomb losses of energy

4.5.5 New physical resultr>4.5.6 To the future modelr>4.6 Practice：Exercises and Answerr>5 Motion of a Charged Particle in Given Fieldr>5.1 A particle in c***tant homogeneous fieldr>5.1.1 Relativistic equation of motion

5.1.2 C***tant non-magic forcer>5.1.3 C***tant homogeneous magic fieldr>5.1.4 Non-magic force in a magic field

5.1.5 Electricand gravitational driftr>5.2 Weakly inhomogeneous slowly changing fieldr>5.2.1 Small parameters in the motion equation

5.2.2 Expansion in powers of m/e

5.2.3 The averaging over gyromotion

5.2.4 Spiral motion of the guiding center

5.2.5 Gradient and inertial driftr>……

6 Adiabatic Invariants in Astrophysical Plasma

7 Wave-Particle In***ction in Astrophysical Plasma

8 Coulomb Collisi*** in Astrophysical Plasma

9 Macroscopic Deion of Astrophysical Plasma

10 Multi-Fluid Models of Astrophysical Plasma

11 The Generalized Ohm-s Law in Plasma

12 Single-Fluid Models for Astrophysical Plasma

13 Magohydrodynamics in Astrophysicr>14 Plasma Flows in a Strong Magic Field

15 MHD Waves in Astrophysical Plasma

16 Discontinuous Flows in a MHD Medium

17 Evolutionarity of MHD Discontinuitier>18 Particle Acceleration by Shock Waver>19 Plasma Equilibrium in Magic Field

20 Stationary Flows in a Magic Field

Appendix 1. Notation

Appendix 2. Useful Expressionr>Appendix 3. C***tantr>Bibliography

Index

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