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首页> 外文期刊>Journal of Experimental and Theoretical Physics >Gravitational Field Effects Produced by Topologically Non-Trivial Geometry and Rotating Frames Subject to a Coulomb-Type Scalar Potential
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Gravitational Field Effects Produced by Topologically Non-Trivial Geometry and Rotating Frames Subject to a Coulomb-Type Scalar Potential

机译：Gravitational Field Effects Produced by Topologically Non-Trivial Geometry and Rotating Frames Subject to a Coulomb-Type Scalar Potential

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摘要

In this paper, the effects of the gravitational field produced by a topologically non-trivial geometry in a rotating frame of reference under the influence of quantum flux with a Coulomb-type scalar potential is investigated. We solve the Klein-Gordon equation and determine the eigenvalue solution analytically. Afterwards, we analyze a spin-zero relativistic quantum oscillator model described by the KG-oscillator and determines the eigenvalue solutions. We show that the eigenvalue solutions in both case gets modified by the non-trivial topology, non-inertial reference frame, and the scalar potential. Furthermore, the energy levels shifts due to the presence of the magnetic flux which gives us an analogue of the Aharonov-Bohm effect for the bound-state.

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