The complete field of a general static spherically symmetric distribution of charge

Keywords

Charge (physics), Distribution (mathematics), Charge density, Physics, Gravitational field

References

• The electromagnetic energy and the gravitational mass of a charged particle in general relativityP. S. Florides — 1962
• On the localization of the energy of a physical system in the general theory of relativityC. Møller — 1958
• A Class of Exact Solutions of Einstein's Field EquationsSudhansu Datta Majumdar — 1947
• A class of exact solutions of certain classical field equations in general relativityA. Das — 1962
• The mass of a static charged sphereW. B. Bonnor — 1960
• Charged fluid sphere in general relativityAmagh Nduka — 1976
• Cylindrical Solutions of Einstein's Gravitation EquationsH. E. J. Curzon — 1925
• Birkhoff's Theorem for Electro-magnetic Fields in General RelativityAnadijiban Das — 1960
• A static body of arbitrarily large densityW. B. Bonnor, S. B. P. Wickramasuriya — 1972
• Relativity, Thermodynamics, and CosmologyRichard C. Tolman — 1934
• The Equilibrium of a Charged SphereW. B. Bonnor — 1965
• Applications of Møller's theory on energy and its localization in general relativityP. S. Florides — 1962
• Static distribution of charged dust in general relativityUtpal Kumar De, A. K. Raychaudhuri — 1968
• Zur GravitationstheorieHermann Weyl — 1917

Cited by

• Poincaré stress and the Reissner-Nordström repulsionØyvind Grøn — 1988
• Spherical symmetry and hydrostatic equilibrium in theories of gravityA Mussa — 2014
• On Lynden-Bell and Katz's definition of gravitational field energyØyvind Grøn — 1986
• Static charged dust in general relativityØyvind Grøn — 1985
• A class of regular and well behaved relativistic super-dense star modelsYashwant Gupta, S. K. Maurya — 2011
• Spherically-symmetric gravitational sources of purely electromagnetic originR. N. Tiwari, Saibal Ray — 1991
• Solutions of einstein's field equations for charged static fluid spheresTarunraj Singh, G. P. Singh, A. Helmi — 1993
• An interior solution for a charged sphere in general relativityApurv Mehra — 1982
• Interior Weyl-type Solutions to the Einstein-Maxwell Field EquationsBrendan S. Guilfoyle — 1999
• Static charged perfect fluid spheres in general relativityБ. В. Иванов — 2002
• Internal structure of a classical spinning electronCarlos A. López — 1992
• New solutions for charged spheres in general relativityAlberto Patiño-Vanegas, Héctor Rago — 1989
• The complete field of charged perfect fluid spheres and of other static spherically symmetric charged distributionsP. S. Florides — 1983
• Solutions of Einstein-Maxwell field equations for a static charged perfect fluid shphereDemetrios D. Dionysiou, C. G. Kostakis — 1983
• Exact solution for a static charged gas sphere in general relativityA. L. Melira, M. K. Gokhroo — 1993
• Charged perfect fluids in the presence of a cosmological constantChristian G. Böhmer, A Mussa — 2010
• Exact Solutions for Compact Objects in General RelativityAmbrish M. Raghoonundun — 2016
• New regular black hole solutions and other electrically charged compact objects with a de Sitter core and a matter layerAngel D. D. Masa, Enesson S. de Oliveira, Vilson T. Zanchin — 2018
• Charged perfect fluid stellar structures with Bardeen modelM. Farasat Shamir, G. Mustafa, Quresha Hanif — 2020
• Stability of regular black holes and other compact objects with a charged de Sitter core and a surface matter layerAngel D. D. Masa, Enesson S. de Oliveira, Vilson T. Zanchin — 2020

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