A Computational Analysis of Friedmann Equation of Einstein Theory for Charged Perfect Fluid

S N Pandey; Aditya Mani Mishra

PDF

Published: Sep 15, 2017

Keywords:

Friedmann Equations, Charged Perfect Fluid, Bianchi identities, Ricci Scalar.

S N Pandey

Department of Mathematics MNNIT, Allahabad

Aditya Mani Mishra

Abstract

In this paper, we have computed and solved Einstein’s Field
Equation for distribution of charged perfect fluid with spherical
symmetry, which is conformally flat by Computer program. The resulting
model is found to be expanding but non-rotating and non-shearing.

How to Cite

S N Pandey, Aditya Mani Mishra. A Computational Analysis of Friedmann Equation of Einstein Theory for Charged Perfect Fluid. J. Int. Acad. Phys. Sci. [Internet]. 2017 Sep. 15 [cited 2024 May 6];21(3):213-8. Available from: https://www.iaps.org.in/journal/index.php/journaliaps/article/view/456

Issue

Vol. 21 No. 3 (2017): Table of Content

Section

Articles

This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.

Announcement

Prof. P.N. Pandey Research Award

The Academy announced a research-based award on December 21, 2022 in memory of its founder and former General Secretary Prof. P.N. Pandey. The award, referred to as ‘Prof. P.N. Pandey Research Award’, will be given to the first author of the most promising and innovative research paper, published in ‘Journal of International Academy of Physical Sciences’(JIAPS). The selection cycle for the award paper will be started from the March 2023 issue of the JIAPS. Awardees will be given Rs. 25000/= along with an award certificate. The citation of the awardees will be published on the IAPS website. The awardee will also be given the opportunity to deliver the Award-Lecture at the International Conference of IAPS (CONIAPS).

Article Sidebar

Main Article Content

Abstract

Article Details