Cylindrical gravastars with Kuchowicz metric potential
Meghanil Sinha, S. Surendra Singh

TL;DR
This paper models cylindrically symmetric gravastars using Kuchowicz metric potential, providing a non-singular alternative to black holes with detailed analysis of shell properties and stability within Einstein's theory.
Contribution
It introduces a new cylindrically symmetric gravastar model with Kuchowicz metric, eliminating singularities and replacing the event horizon with a thin shell, advancing black hole alternatives.
Findings
Derived non-singular metric functions for interior and shell regions.
Analyzed shell properties including length, energy, and entropy.
Proposed a stable gravastar model as an alternative to black holes.
Abstract
Mazur and Mottola's gravastar model represents one of the few serious alternatives to the traditional understanding of the black hole. The gravastar is typically regarded as a theoretical alternative for the black hole. This article investiagtes the creation of gravastar(gravitational vacuum star) within the realm of cylindrically symmetric space-time utilizing the Kuchowicz metric potential. A stable gravastar comprises of three distinct regions, starting with an interior region marked by positive energy density and negative pressure which is followed by an intermediate thin shell, where the interior negative pressure induces a outward repulsive force at each point on the shell. Ultra-relativistic stiff fluid makes up the thin shell governed by the equation of state(EoS) , which meets the Zel'dovich criteria. And then comes the region exterior to it which is total…
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Taxonomy
TopicsMathematics and Applications · Advanced Mathematical Theories and Applications · Geometric Analysis and Curvature Flows
