For energy deposition of fast electrons in high density plasma, a relativistic Fokker-Planck equation in three-dimensional momentum space is introduced. It includes both binary collision and contribution from plasma collective response. Numerical method as well as kinetic code of the equation is developed. Typical energy deposition cases are presented with comparison with stopping power model. Energy deposition of fast electrons with energy from 0.5 MeV to 3.5 MeV in 300 g·cm^-3 DT plasma are simulated. It shows that scattering angle ϕ plays minor role on range and penetration depth of energy deposition of fast electrons.

We study numerical method for relativistic Vlasov equation and present a scheme for computing Vlasov equation based on Cartesian-spherical coordinate system, which can be used to reduce number of numerical grid for momentum space. Furthermore, a 4th order non-splitting finite volume scheme is proposed in order to solve momentum parts of relativistic Vlasov equation. In test problems, especially relativistic Landau problem, laser-plasma interaction are solved by using the scheme. We confirm the scheme with theoretically analysis as well as numerical comparison with results of PIC method.

We analyze effect of a small-bandwidth linear frequency chirp on growth of Raman instability with coupled relativistic Maxwell-fluid equations.It is shown that threshold of Raman backward scattering is increased by frequency chirp with no dependence on the sign of chirp.And growth rate of Raman forward scattering increases(decreases) for a positive(negative) chirp.In addition 1D3V particle-in-cell simulations are performed.It shows agreement with theoretical analysis.

The distinguishing features of the two-dimensionl particle simulation program developed for research on laser-plasma interaction are described.

The excitation of plasma waves, the acceleratioin of electrons and the generation of suprathermal electrons in the processes of laser plasma resonant absorption have been simulated using the developed two dimensional multi time scale fully electromagnetic relativistic particle simulation computer code. The simulation results prove to be reasonable through theoretical analyses.