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- Title
Exact Solutions to the Einstein-Maxwell Equations Describing Wormholes and Handles.
- Authors
Khlestkov, Yu.; Sukhanova, L.
- Abstract
On the basis of the exact solutions to the non-stationary spherically symmetric Einstein and Maxwell equations for dust matter and radial electromagnetic field, a model of a wormhole with the pulsating in time inner world and two static throats has been developed. It has been shown that such a wormhole with an arbitrary radius of the Gaussian curvature can connect both two different asymptotically flat space-times and two regions of the selfsame space-time (handles of the Wheeler type). The problem of the fulfilment of the energy conditions in this wormhole has been investigated, as well as the problem of its traversability investigation has been set.
- Subjects
EINSTEIN-Maxwell equations; MAXWELL equations; EINSTEIN field equations; GENERAL relativity (Physics); WORMHOLES (Physics); HANDLEBODIES; MATHEMATICAL singularities
- Publication
Foundations of Physics, 2016, Vol 46, Issue 6, p668
- ISSN
0015-9018
- Publication type
Article
- DOI
10.1007/s10701-016-9998-6