User:Tohline/2DStructure/RotatingPolytropes
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Rotationally Flattened Polytropic Structures
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Introduction
To be written
Key References
- [T78]
- P. J. Luyten (1990), MNRAS, 245, 614 — Non-Axisymmetric Dynamical Instability of Differentially Rotating Self-Gravitating Masses
- Eriguchi, Hachisu, & Sugimoto (1982), PThPh, 67, 1068 — Dumb-Bell-Shape Equilibria and Mass-Shedding Pear-Shape of Selfgravitating Incompressible Fluid
- Hachisu, Eriguchi, & Sugimoto (1982), PThPh, 68, 191 — Rapidly Rotating Polytropes and Concave Hamburger Equilibrium
- Eriguchi & Sugimoto (1988), MNRAS, 232, 1 — Another Equilibrium Sequence of Self-Gravitating and Rotating Incompressible Fluid
- Ostriker & Bodenheimer (1973), ApJ, 180, 171 — On the Oscillations and Stability of Rapidly Rotating Stellar Models. III. Zero-Viscosity Polytropic Sequences
- Friedman & Schutz (1978), ApJ, 221, 937 — Lagrangian perturbation theory of nonrelativistic fluids
- Durisen, Gingold, Tohline, & Boss (1986), ApJ, 305, 281 — Dynamic fission instabilities in rapidly rotating N = 3/2 polytropes -- A comparison of results from finite-difference and smoothed particle hydrodynamics codes
- Lynden-Bell & Ostriker (1967), MNRAS, 136, 293 — On the stability of differentially rotating bodies
- Schutz (1979), ApJ, 232, 874 — General variational principle for normal modes of rotating stars
- Tohline, Durisen, & McCollough (1985), ApJ, 298, 220 — The linear and nonlinear dynamic stability of rotating N = 3/2 polytropes
- Williams, & Tohline (1988), ApJ, 334, 449 — Circumstellar ring formation in rapidly rotating polytropes
- Williams, & Tohline (1987), ApJ, 315, 594 — Linear and nonlinear dynamic instability of rotating polytropes
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