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Название: Integral Kinetic Method for One Dimension: The Spherical Case
Авторы: Soler M., Martinez F.
The integral method to numerically calculate the time evolution of kinetic systems is discussed and improved for one-dimensional problems. The new approach is applied to the solution of the spherically symmetric one-component plasma kinetic evolution. The results are compared with those obtained by means of the finite-difference solution to the equivalent Fokker-Planck kinetic equation.