TITLE:
Noncommutative-Geometry Inspired Charged Wormholes with Low Tidal Forces
AUTHORS:
Peter K. F. Kuhfittig, Vance D. Gladney
KEYWORDS:
Charged Wormholes, Noncommutative Geometry, Tidal Constraints
JOURNAL NAME:
Journal of Applied Mathematics and Physics,
Vol.5 No.3,
March
8,
2017
ABSTRACT: When Morris and Thorne first proposed that wormholes might be actual physical structures suitable for interstellar travel, they needed to pay close attention to certain traversability conditions such as low tidal forces, which placed severe constraints on the wormhole geometry. Even more problematical was the need for “exotic matter” resulting from the unavoidable violation of the null energy condition required to hold a wormhole open. The purpose of this paper is to overcome these problems by starting with the charged wormhole model of Kim and Lee and assuming a noncommutative-geometry background: the violation of the null energy condition can be attributed to the latter, while the electric charge allows the reduction of the tidal forces to acceptable levels without invoking the trivial zero-tidal-force assumption.