Starting from the equations of hydrodynamics, which include both collisional and collisionless ideal fluids, the main properties of pseudo-barotropes are revisited and special attention is deserved to a necessary condition for equilibrium, i.e. the coincidence of the boundary with an isopotential (gravitational + centrifugal) surface. By use of the above condition, a new method is formulated to find bifurcation points from axisymmetric to triaxial pseudo-barotropic sequences.
On bifurcation points in pseudo-barotropes
CAIMMI, ROBERTO
1996
Abstract
Starting from the equations of hydrodynamics, which include both collisional and collisionless ideal fluids, the main properties of pseudo-barotropes are revisited and special attention is deserved to a necessary condition for equilibrium, i.e. the coincidence of the boundary with an isopotential (gravitational + centrifugal) surface. By use of the above condition, a new method is formulated to find bifurcation points from axisymmetric to triaxial pseudo-barotropic sequences.File in questo prodotto:
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