We present a general method to reconstruct static spherically symmetric metrics in general relativity based on the covariant approach. This method allows a more complete exploration of the properties of these metrics in the case of a generic fluid and in the presence of a scalar field. A number of new exact solutions are reconstructed in these cases.
DOI:https://doi.org/10.1103/PhysRevD.90.044023
© 2014 American Physical Society
Graphs of the solution (109) in the case , . The values of the parameters have been chosen in such a way to make the features of the solution as clear as possible.
Reuse & PermissionsThe coefficients of the metric (118) for different values of the parameter . The values of the parameters have been chosen in such a way to make the features of the solution as clear as possible and consistent with the choice in Fig. 3.
Reuse & PermissionsThe thermodynamic quantities (119) associated with (118) for different values of the parameter . The values of the parameters have been chosen in such a way to make the features of the solution as clear as possible and consistent with the choice in Fig. 2.
Reuse & PermissionsGraphs of the solution (135) in the case . The values of the parameters have been chosen in such a way to make the features of the solution as clear as possible.
Reuse & PermissionsGraphs of the solution (147). The values of the parameters have been chosen in such a way to make the features of the solution as clear as possible.
Reuse & PermissionsGraphs of the solution (168). The values of the parameters have been chosen in such a way to make the features of the solution as clear as possible.
Reuse & PermissionsGraphs of the solution (180). The values of the parameters have been chosen in such a way to make the features of the solution as clear as possible.
Reuse & PermissionsGraphs of the solution (206). The values of the parameters have been chosen in such a way to make the features of the solution as clear as possible.
Reuse & PermissionsGraphs of the solution (212). The values of the parameters have been chosen in such a way to make the features of the solution as clear as possible.
Reuse & Permissions
