Some results of the theory of two-component, concentric, and copolar homogeneous spheroids in virial equilibrium, derived previously in connection with the tidal action induced by the gravitational potential of the inner subsystem on the mass distribution of the outer subsystem, have been found to hold only in the special case of similar boundaries (Caimmi and Secco, 1992). The related expressions are rewritten here in a more general form, which extends their validity to subsystems of the kind considered, with all boundaries.
Two-component, concentric, and copolar homogeneous spheroids in virial equilibrium - A review with additional results. II
CAIMMI, ROBERTO
1993
Abstract
Some results of the theory of two-component, concentric, and copolar homogeneous spheroids in virial equilibrium, derived previously in connection with the tidal action induced by the gravitational potential of the inner subsystem on the mass distribution of the outer subsystem, have been found to hold only in the special case of similar boundaries (Caimmi and Secco, 1992). The related expressions are rewritten here in a more general form, which extends their validity to subsystems of the kind considered, with all boundaries.File in questo prodotto:
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