Axially Symmetric Exponential Metric
arXiv:2309.02874 · doi:10.1016/j.dark.2023.101412
Abstract
We revisit the Yilmaz Exponential Metric (YEM), which was recently shown to describe a traversable wormhole, and construct an axially symmetric generalization strictly within the framework of general relativity. Starting from a deformed spherically symmetric ansatz, we introduce a two-parameter family of Axially Symmetric Exponential Metric (ASEM) solutions that smoothly interpolate between the YEM and the Curzon-Chazy spacetime geometry.
The final version, 8 pages, one figure, published in PHYSICS OF THE DARK UNIVERSE
References in corpus (11)
- Traversable wormholes: Some simple examples
- Traversable wormholes from surgically modified Schwarzschild spacetimes
- Particle motion around a static axially symmetric wormhole
- Cylindrically and axially symmetric wormholes. Throats in vacuum?
- Simpler than vacuum: Antiscalar alternatives to black holes
- Testing Vector Gravity with Gravitational Wave Interferometers
- Vector theory of gravity: Universe without black holes and solution of dark energy problem
- Bigger Bursts From Merging Neutron Stars
- Cosmological test of the Yilmaz theory of gravity
- Gravity on a parallelizable manifold. Exact solutions
- Axisymmetric multiwormholes revisited