Some analytical models of radiating collapsing spheres
L. Herrera, A. Di Prisco, J. Ospino
TL;DR
This paper provides analytical solutions to Einstein's equations for radiating collapsing spheres, incorporating temperature and relaxational effects to model physically realistic scenarios.
Contribution
It introduces new analytical models of radiating collapsing spheres that include temperature and relaxational effects, enhancing the understanding of such systems.
Findings
Solutions describe physically reasonable collapsing radiating spheres
Temperature profiles are derived using hyperbolic transport equations
Relaxational effects significantly influence system dynamics
Abstract
We present some analytical solutions to the Einstein equations, describing radiating collapsing spheres in the diffusion approximation. Solutions allow for modeling physical reasonable situations. The temperature is calculated for each solution, using a hyperbolic transport equation, which permits to exhibit the influence of relaxational effects on the dynamics of the system.
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