Construction of 3D wormhole supported by phantom energy
F.Rahaman, M.Kalam, B.C.Bhui, S.Chakraborty
TL;DR
This paper presents a series solution to 3D Einstein equations for a wormhole supported by inhomogeneous phantom energy with a highly anisotropic linear equation of state.
Contribution
It introduces a novel series solution for 3D wormholes influenced by inhomogeneous phantom energy with anisotropic properties.
Findings
Derived a series solution for 3D wormholes
Characterized the inhomogeneous phantom energy distribution
Analyzed the anisotropic equation of state
Abstract
In this article, we have found a series solution of 3D Einstein equations describing a wormhole for an inhomogeneous distribution of phantom energy. Here, we assume equation of state is linear but highly anistropic.
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