The Potentials and the Superpotentials of Homogeneous Ellipsoids¶
Chandrasekhar, S., & NR, L. (1962). The Potentials and the Superpotentials of Homogeneous Ellipsoids.
Cited by¶
1 citation across 1 artifact.
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Domain-specific¶
- Chandrasekhar virial equations
- First-, second- and higher-order virial equations integrate Euler or tensor equations with coordinate weights, trading detailed fields for global tensors such as inertia, kinetic and potential-energy moments.
This sourceAp. J. 136: 1037–1047. . . Retrieved March 24, 2012.
- First-, second- and higher-order virial equations integrate Euler or tensor equations with coordinate weights, trading detailed fields for global tensors such as inertia, kinetic and potential-energy moments.
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