On the asymptotic behavior of the solar wind type solutions in the outflow problem with the thermal conductivity
Abstract
The present work examines the existence of solutions of solar wind type for the problem of plasma outflow with thermal conductivity. Beginning with a set of equations for plasma outflow in stationary spherical symmetry regime, an algorithm is described for obtaining a solution to a twopoint boundary value problem. This algorithm permits the obtaining of solutions with smooth transition across the speed of sound in the singular point of saddle type over the whole range as r goes to infinity.
 Publication:

SolarTerrestrial Physics, Volume 1
 Pub Date:
 1974
 Bibcode:
 1974stp.....1..133K
 Keywords:

 Asymptotic Methods;
 Flow Equations;
 Solar Wind;
 Thermal Conductivity;
 Boundary Value Problems;
 Differential Equations;
 Nonlinear Equations;
 Plasma Dynamics;
 Singularity (Mathematics);
 Solar Corona;
 Solar Physics