Publication | Closed Access
Spherically symmetric radiating solution with heat flow in general relativity
32
Citations
6
References
1992
Year
General RelativityGeometric Partial Differential EquationGeometryMatching ConditionsHyperbolic Conservation LawHeat FlowRadial Heat FlowBoundary SurfaceGeometric RelativityRicci Flow
A model describing a collapsing sphere with radial heat flow is studied. Vaidya’s pure radiation field is taken as the exterior solution. The motion of the boundary surface follows from the matching conditions. In the remote part, the evolution starts with the interior and exterior Schwarzschild solution.
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