Pages that link to "Item:Q2818427"
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The following pages link to Cylindrically symmetric rigid rotating perfect fluid in general relativity (Q2818427):
Displaying 17 items.
- Cylindrically symmetric stationary solution to the Einstein equations for a superfluid (Q944485) (← links)
- Rotating ideal magnetohydrodynamic flow in general relativity (Q1121137) (← links)
- Cylindrically symmetric solution of relativistic magneto-fluid in Sen-Dunn theory of gravitation (Q1411780) (← links)
- Cylindrically symmetric charged fluid distribution in rigid rotation in general relativity (Q1585215) (← links)
- Dynamics of rotating cylindrical shells in general relativity (Q1596249) (← links)
- Rotating perfect fluids in general relativity (Q1825730) (← links)
- The Lewis metric as a vacuum exterior for a rotating perfect-fluid cylinder (Q2765212) (← links)
- Rotating cylindrical shell source for Lewis spacetime (Q3146152) (← links)
- Internal and external metrics for a perfect fluid cylinder in general relativity (Q3204285) (← links)
- A rotating cylinder in an asymptotically locally anti-de Sitter background (Q3575141) (← links)
- The problem of exact interior solutions for rotating rigid bodies in general relativity (Q3991691) (← links)
- Note on the form of the metric for an isolated vortex in general relativity. (Q4014332) (← links)
- Steadily rotating perfect-fluid gravitating prolate spheroids in Weyl gravity (Q4357972) (← links)
- Study of stationary rigidly rotating anisotropic cylindrical fluids with new exact interior solutions of GR. II. More about axial pressure (Q5885702) (← links)
- Study of stationary rigidly rotating anisotropic cylindrical fluids with new exact interior solutions of GR. III. Azimuthal pressure (Q6039184) (← links)
- Interior spacetimes sourced by stationary differentially rotating irrotational cylindrical fluids. Perfect fluids (Q6080732) (← links)
- Study of stationary rigidly rotating anisotropic cylindrical fluids with new exact interior solutions of GR. IV. Radial pressure (Q6097821) (← links)