Journal article
Quasi-Schwarzchild R/sup 4/ as a spherical wave embedding in flat M/sup 4/ x D/sup 2/ x D/sup 2
Hadronic J.; (United States), Vol.9:6
01 Nov 1986
Abstract
It is shown that an R/sup 4/ which closely approximates exterior Schwarzschild space-time for a gravitating mass at rest can be viewed as a four-dimensional subspace of the eight-dimensional flat manifold M/sup 4/ x D/sup 2/ x D/sup 2/, where M/sup 4/ is Minkowski space-time and each D/sup 2/ is the Euclidean space interior to a circle of small radius. This representation for quasi-Schwarzschild space-time exterior to the Schwarzschild singularity involves spherical-wave embedding constraints on the D/sup 2/ x D/sup 2/ Kaehlerian coordinates.
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Details
- Title
- Quasi-Schwarzchild R/sup 4/ as a spherical wave embedding in flat M/sup 4/ x D/sup 2/ x D/sup 2
- Creators
- G. RosenDepartment of Physics, Drexel University, Philadelphia, Pennsylvania 19104
- Publication Details
- Hadronic J.; (United States), Vol.9:6
- Resource Type
- Journal article
- Language
- English
- Academic Unit
- Physics
- Identifiers
- 991020705480304721