The evolution of a self-gravitating gas-dust cluster with allowance for radiation transfer in the diffusion approximation

Astronomy and Astrophysics – Astronomy

Scientific paper

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Cauchy Problem, Interplanetary Dust, Mathematical Models, Planetary Evolution, Algorithms, Differential Equations, Linear Equations, Neumann Problem, Roots Of Equations

Scientific paper

Basic equations for a mathematical model of the problem on the evolution of a self-gravitating gas-dust cluster are presented. Group methods are used to obtain boundary problem solutions for the Emden (1907) equation on the basis of corresponding solutions of the Cauchy problem. A complete study of the homogeneous Neuman problem for an ordinary linear differential equation of the second order for the radiation energy density was performed and a single solution to this problem was obtained.

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