Spherical symmetry and hydrostatic equilibrium in theories of gravity

Keywords

Physics, Hydrostatic equilibrium, Mathematical physics, Einstein field equations, Gravitational collapse

References

• “Golden Oldie”: On the Gravitational Field of a Mass Point According to Einstein's TheoryKarl Schwarzschild — 2003
• TETRAD FIELDS AND GRAVITATIONAL FIELDSC. Pellegrini, Jerzy Plebański — 1963
• THE CURVATURE OF SPACE.Louis Sattler, F. W. Zerban — 1931
• On a New Cosmological Solution of Einstein's Field Equations of GravitationHidekazu Nariai — 1951
• Conformal uniqueness and various forms of the Schwarzschild interior metricMetin Gürses, Yusuf Gürsey — 1975
• “Golden Oldie”: The Field of a Single Centre in Einstein's Theory of Gravitation, and the Motion of a Particle in That FieldJ. Droste — 2002
• Spherically Symmetrical Models in General RelativityHermann Bondi — 1947
• Jump conditions at discontinuities in general relativityStephen O’Brien, J. L. Synge — 1952
• Les équations de la gravitation einsteinienneGeorges Darmois — 1927
• Spherically Symmetric Static Configurations of Uniform Density in Spacetimes with a Non-Zero Cosmological ConstantZdeněk Stuchlík — 2008
• Static perfect fluid balls with given equation of state and cosmological constantChristian G. Boehmer — 2004
• Schwerkraft und Weltall : Grundlagen der theoretischen KosmologiePascual Jordán, E. Schucking — 1952
• New model of expanding UniversePhilip Ball — 2001
• Gravitational Collapse and Spacetime Singularities: FrontmatterPankaj S. Joshi — 2006
• Republication of: Black hole equilibrium statesBrandon Carter — 2009
• Phantom energy: dark energy with w <--1 causes a cosmic doomsday.Robert R. Caldwell, Marc Kamionkowski, Nevin N. Weinberg — 2003
• Born-Infeld gravity in Weitzenböck spacetimeRafael Ferraro, Franco Fiorini — 2008
• Theory of cosmological perturbationsViatcheslav Mukhanov — 1992
• The complete field of a general static spherically symmetric distribution of chargeP. S. Florides — 1977
• Sur les variétés à connexion affine et la théorie de la relativité généralisée. (première partie)Élie Cartan — 1923

Cited by

• Exact Solutions for Compact Objects in General RelativityAmbrish M. Raghoonundun — 2016

Related papers

• On the existence, structure and stability of static and stationary solutions of the Einstein-Vlasov systemHåkan Andréasson — 2014
• HYDROSTATIC EQUILIBRIUM OF INSULAR, STATIC, SPHERICALLY SYMMETRIC, PERFECT FLUID SOLUTIONS IN GENERAL RELATIVITYP. S. Negi — 2004
• Some static spherically symmetric interior solutions of f (R) gravityAli Shojai, Fatimah Shojai — 2011
• On Static Shells and the Buchdahl Inequality for the Spherically Symmetric Einstein-Vlasov SystemHåkan Andréasson — 2006
• Sharp bounds on 2m/r of general spherically symmetric static objectsHåkan Andréasson — 2008
• Anisotropic compact stars in the Buchdahl model: A comprehensive studyS. K. Maurya, Ayan Banerjee, M. K. Jasim — 2018
• Local Lorentz transformation and exact spherically symmetric vacuum solutions in f(T) gravity theoriesG. G. L. Nashed — 2012
• General solutions of Einstein’s spherically symmetric gravitational equations with junction conditionsA. Das, Andrew DeBenedictis, N. Tariq — 2003
• On the Buchdahl Inequality for Spherically Symmetric Static ShellsAndreasson, H — 2006