On tunneling across horizons
arXiv:1104.1569 · doi:10.1209/0295-5075/95/20001
Abstract
The tunneling method for stationary black holes in the Hamilton-Jacobi variant is reconsidered in the light of various critiques that have been moved against. It is shown that once the tunneling trajectories have been correctly identified the method isfree from internal inconsistencies, it is manifestly covariant, it allows for the extension to spinning particles and it can even be used without solving the Hamilton-Jacobi equation. These conclusions borrow support on a simple analytic continuation of the classical action of a pointlike particle, made possible by the unique assumption that it should be analytic in complexified Schwarzschild or Kerr-Newman spacetimes. A more general version of the Parikh-Wilczek method will also be proposed along these lines.
Latex Document, 5 pages, 2 figures, title changed, abstract changed, added references, results unchanged
References in corpus (9)
- Fermions Tunnelling from Black Holes
- Tunnelling, Temperature and Taub-NUT Black Holes
- Temporal contribution to gravitational WKB-like calculations
- Fermion Tunneling from Dynamical Horizons
- Hawking temperature from tunnelling formalism
- Exact Hawking Radiation of Scalars, Fermions, and Bosons Using the Tunneling Method Without Back-Reaction
- Tunneling Effect Near Weakly Isolated Horizon
- Observer Dependent Horizon Temperatures: a Coordinate-Free Formulation of Hawking Radiation as Tunneling
- The temperature in Hawking radiation as tunneling