Analytical solution of nonlinear dynamical equations for an interstellar medium in quasi-hydrostatic equilibrium

Details Analytical solution of nonlinear dynamical equations for an interstellar medium in quasi-hydrostatic equilibrium Analytical solution of nonlinear dynamical equations for an interstellar medium in quasi-hydrostatic equilibrium

Dec 2000

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2000immm.proc...57o&link_type=abstract

The interstellar medium in M31 and M33. Proceedings 232. WE-Heraeus Seminar, 22-25 May 2000, Bad Honnef, Germany. Edited by El

Physics

Scientific paper

A method of separation of variables is applied to solve the governing hydrodynamical equations of interstellar media in quasi-hydrostatic equilibrium in one dimension of a spherical coordinate system. Irrespective of the physical consequences, the behavior of these equations under separation of variables is studied. The mathematical and physical results are discussed in Section 3.

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