The black hole of this type has no charge and no angular momentum, and represents an exact solution to the Einstein field equations for the general static isotropic metric.
The black hole of this type has no charge and no angular momentum, and represents an exact solution to the Einstein field equations for the general static isotropic metric. A more famous quantity bearing this name refers to the point where the metric of the same name becomes singular. Inside the metric of this name, there are no stationary frames, as the region where this metric is valid represents a region outside a black hole from which light cannot escape. FTP, this black hole and metric share what name with the eponymous radius the value of which is obtained by setting the escape velocity of a black hole to the speed of light?
The black hole of this type has no charge and no angular momentum, and represents an exact solution to the Einstein field equations for the general static isotropic metric.
Schwarzchild