XXXVIII Workshop on Geometric Methods in Physics 30.06-6.07.2019
VIII School on Geometry and Physics 24-28.06.2019

Praveen Kumar Dhankar

Interior solutions of (2 +1) dimensional anisotropic charged fluid models with cosmological constant Λ

We thrive for the new class of interior solutions of a charged fluid in 2+1-dimensional spacetime with linear equation of state. The solutions are deduced for anisotropic fluid model both in presence of the cosmological constant (Λ) and absence of it. The analytic forms are discussed in details. The forces acting in the interior fluid constitute the hydrostatic, gravitational, anisotropic and electrical, which are studied in intrinsic details. The equilibrium conditions are discussed with reference to Hererra's approach or the method of cracking. Some physical features are discussed.

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