Static spherically symmetric wormhole with quadratic shape function and particle trajectories around it

Abstract

The paper deals with static traversable wormhole having shape function a polynomial of the radial coordinate of degree 2. Embedding of the wormholes in space-time is examined both analytically and graphically. Also both timelike and null geodesics are studied in this wormhole geometry.

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Cited by in corpus (3)

• Wormhole solutions in $f(R)$ gravity theory for Chaplygin gas scenario
• Particle motion around traversable wormholes: Possibility of closed timelike geodesics
• A new shape function and some specific wormhole solutions in braneworld scenario