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KIAM Preprint  3, Moscow, 1993
Authors: Eneev T.M., Toropseva V.N.
Numerical method for solving the integro-differential equation of the planetary accumulation theor
Abstract:
A numerical method for solving the integro-differential equation of the coagulation theory is considered. This equation represents a continuous analog of the Smolukhovsky type equation. The proposed method is applied to studying the accumulation process of the planet formation for a model of the protoplanetary disc.
Keywords:
coagulation theory, Smolukhovskys equation, accumulation of planets.
Publication language: russian,  : 35
Research direction:
Mathematical problems and theory of numerical methods