Redshift as a stretching factor in rotating graphene wormholes

TL;DR

This paper extends the geometric modeling of rotating graphene wormholes by introducing an effective metric with a redshift stretching factor, analyzing rotational effects on quantum holonomy and connecting static and dynamic cases.

Contribution

It presents a novel effective metric for rotating graphene wormholes that incorporates a redshift stretching factor, advancing the understanding of non-inertial effects in such systems.

Findings

Redshift stretching factor influences the wormhole geometry.

Rotation affects quantum holonomy, linking static and rotating cases.

Effective metric captures non-inertial effects in graphene wormholes.

Abstract

In this paper, we discuss an extension of the geometric description of graphene wormholes in a non-inertial situation. We present an effective metric that describes the wormhole connection between two graphene sheets with matter content in rotation. Additionally, a stretching term as a function of the classical redshift of space has been found and discussed. We also explore the influence of a rotation term on quantum holonomy, recovering previous results found for the static case.