scispace - formally typeset
Open AccessBook

Black holes: The membrane paradigm

TLDR
In this article, the physics of black holes are explored in terms of a membrane paradigm which treats the event horizon as a two-dimensional membrane embedded in three-dimensional space, and a 3+1 formalism is used to split Schwarzschild space-time and the laws of physics outside a nonrotating hole.
Abstract
The physics of black holes is explored in terms of a membrane paradigm which treats the event horizon as a two-dimensional membrane embedded in three-dimensional space. A 3+1 formalism is used to split Schwarzschild space-time and the laws of physics outside a nonrotating hole, which permits treatment of the atmosphere in terms of the physical properties of thin slices. The model is applied to perturbed slowly or rapidly rotating and nonrotating holes, and to quantify the electric and magnetic fields and eddy currents passing through a membrane surface which represents a stretched horizon. Features of tidal gravitational fields in the vicinity of the horizon, quasars and active galalctic nuclei, the alignment of jets perpendicular to accretion disks, and the effects of black holes at the center of ellipsoidal star clusters are investigated. Attention is also given to a black hole in a binary system and the interactions of black holes with matter that is either near or very far from the event horizon. Finally, a statistical mechanics treatment is used to derive a second law of thermodynamics for a perfectly thermal atmosphere of a black hole.

read more

Citations
More filters
Journal ArticleDOI

Discovery of Black Hole Spindown in the BATSE Catalogue of Long GRBs

TL;DR: In this article, the BATSE catalogue is searched for evidence of spindown of black holes or protoneutron stars (PNS) by extracting normalized light curves (nLC).
Journal ArticleDOI

Near Horizon Analysis of Extremal AdS(5) Black Holes

TL;DR: In this paper, the authors studied the near horizon geometry of extremal black holes in five dimensional gauged supergravity using Sen's entropy function formalism, where the large black hole limit exhibits a universal dependence on the rotation.
Journal ArticleDOI

Killing horizons as equipotential hypersurfaces

TL;DR: In this article, it was shown that the Killing horizons are equipotential hypersurfaces for the electric and the magnetic scalar potential, which makes no use of gravitational field equations or the assumption about the existence of a bifurcation surface.
Journal Article

On the dyadosphere of black holes

TL;DR: The dyadosphere is defined as the region outside the horizon of a black hole endowed with an electromagnetic field (abbreviated to EMBH for ''electromagnetic black hole'' where the electromagnetic field exceeds the critical value, predicted by Heisenberg and Euler for electron-positron pair production as mentioned in this paper.