A Static Solution to Einstein’s Field Equations for a Spherical Distribution of Electrically Counterpoised Dust

Sashinka Wimaladharma, Nalin de Silva

Abstract


The work on Einstein-Maxwell equations for a sphere composed of a special kind of matter distribution called electrically counterpoised dust (ECD) with constant density has been discussed. The better understanding of the electrically counterpoised dust model in detail will helps scientists to understand the universe in better way. Along this line, the understanding of static solutions for the electrically counterpoised dust will be a crucial factor. To understand the static solutions for the electrically counterpoised dust, static solutions for the Einstein-Maxwell equations have been found. In particular, static solutions for a sphere composed of electrically counterpoised dust matter using standard boundary conditions tested. In addition to that the expressions for the redshift moving along a radial geodesic have been obtained.


Keywords


Einstein field equations; electrically counterpoised dust.

Full Text:

PDF

References


S.B.P. Wickramasuriya. “On static distribution of matter in general relativity.” PhD thesis, Queen Elizabeth College, London, 1972.

P.M.N. Dharmawardana. “Study of the Lane Emden equation and some of the associated equations.” MPhil thesis, University of Kelaniya, Sri Lanka, 2005.

N.A.S.N Wimaladharma. “A study of static relativistic electrically charged spherical distributions with

old and new boundary conditions.” MPhil thesis, University of Kelaniya, Sri Lanka, 2013.


Refbacks

  • There are currently no refbacks.


 
  
 

 

  


About ASRJETS | Privacy PolicyTerms & Conditions | Contact Us | DisclaimerFAQs 

ASRJETS is published by (GSSRR).