Bilateral Wilms’ tumor

Patel, Ramnik V; Ghodadra, J. K.; Hathila, Virsing P; Mehta, Manish R.

doi:10.1007/bf02843620

Indian J Pediatr

1994

DOI: 10.1007/bf02843620

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Bilateral Wilms’ tumor

Ramnik V Patel

J. K. Ghodadra

Virsing P Hathila

et al.

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2008

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“…The exact solutions for spherically symmetric space-time with complete field of charged perfect fluid sphere were presented by Florides (1983). Patel and Mehta (1995) obtained an exact solution for a static charged fluid sphere in general relativity. Sharma et al (2001) found a class of solutions to the Einstein-Maxwell system for a charged sphere with a particular choice of the electric field intensity by assuming a particular form for the hyper-surfaces (t = constant).…”

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Higher dimensional exact solutions for a charged fluid sphere in general theory of relativity

Khadekar

Shobhane²

2008

Astrophys Space Sci

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The exact higher dimensional solutions of Einstein-Maxwell field equations for spherically symmetric distribution of charged perfect fluid are obtained by using the method originally used by Hajj-Boutros and Sfeila (Gen. Relativ. Gravit. 18(4):395, 1986) for four-dimensional space-time. The new exact solutions have been generated from those of Khadekar et al. (J. Indian Math. Soc. 68(1-4):33, 2001), Humi and Mansour (Phys. Rev. D 29(6):1076, 1984) and Banerjee and Santos (J. Math. Phys. 22(4):824, 1981) in the frame work of higher dimensional space-time. The various physical properties are also discussed.

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Higher dimensional exact solutions for a charged fluid sphere in general theory of relativity

Khadekar

Shobhane²

2008

Astrophys Space Sci

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Bilateral Wilms’ tumor

Cited by 1 publication

References 5 publications

Higher dimensional exact solutions for a charged fluid sphere in general theory of relativity

Higher dimensional exact solutions for a charged fluid sphere in general theory of relativity

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