Behavior of a test gyroscope moving towards a rotating traversable wormhole
Chandrachur Chakraborty, Parthapratim Pradhan

TL;DR
This paper analyzes the behavior of a test gyroscope near a rotating traversable wormhole, deriving the Lense-Thirring precession frequency and exploring its implications for detecting such wormholes and navigation in strong gravity.
Contribution
It provides the exact Lense-Thirring precession formula for a gyroscope near a Teo wormhole and examines how precession varies with wormhole parameters and motion, offering insights for future detection and navigation.
Findings
Precession frequency diverges at the ergoregion.
Precession is inversely proportional to the wormhole's angular momentum in strong gravity.
Finite precession can be achieved with specific angular velocities.
Abstract
The geodesic structure of the Teo wormhole is briefly discussed and some observables are derived that promise to be of use in detecting a rotating traversable wormhole indirectly, if it does exist. We also deduce the exact Lense-Thirring (LT) precession frequency of a test gyroscope moving toward a rotating traversable Teo wormhole. The precession frequency diverges on the ergoregion, a behavior intimately related to and governed by the geometry of the ergoregion, analogous to the situation in a Kerr spacetime. Interestingly, it turns out that here the LT precession is inversely proportional to the angular momentum () of the wormhole along the pole and around it in the strong gravity regime, a behavior contrasting with its direct variation with in the case of other compact objects. In fact, divergence of LT precession inside the ergoregion can also be avoided if the gyro moves…
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