A computational study of the fission of self-gravitating, rotating, and elongated gaseous disks

Astronomy and Astrophysics – Astrophysics

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Fission, Galactic Evolution, Gas Dynamics, Rotating Matter, Angular Velocity, Density Distribution, Gas Density, Gas Temperature, Rotating Disks, Shock Waves, Velocity Distribution

Scientific paper

The nonlinear motions of a self-gravitating gaseous disk are followed numerically by the fluid-in-cell method. For an elongated rotating disk a shock wave occurs along the major axis when the circulating gases cross the equipotential surface of the disk. The resultant nonaxisymmetric condensation leads to the growth of a 'pear-shaped' deformation which divides into two independent objects. The fission occurs before an axial ratio corresponding to one of the Riemann or Jacobi ellipsoids (which are unstable against third-order deformations) is reached. For highly elongated disks and at large gas densities, multiple fragmentation takes place. A short-lived ringlike condensation is sometimes observed.

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