Perturbations of a Rotating Black Hole
Saul A. Teukolsky
Abstract
Saul A. Teukolsky
Abstract
Decoupled, separable equations describing perturbations of a Kerr black hole are derived. These equations can be used to study black-hole processes involving scalar, electromagnetic, neutrino or gravitational fields. A number of astrophysical applications are made: Misner's idea that gravitational synchrotron radiation might explain Weber's observations is shown to be untenable; rotating black holes are shown to be stable against small perturbations; energy amplification by superradiant scattering of waves off a rotating black hole is computed; the spin down (loss of angular momentum) of a rotating black hole caused by a stationary non-axisymmetric perturbation is calculated.
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Decoupled, separable equations describing perturbations of a Kerr black hole are derived. These equations can be used to study black-hole processes involving scalar, electromagnetic, neutrino or gravitational fields. A number of astrophysical applications are made: Misner's idea that gravitational synchrotron radiation might explain Weber's observations is shown to be untenable; rotating black holes are shown to be stable against small perturbations; energy amplification by superradiant scattering of waves off a rotating black hole is computed; the spin down (loss of angular momentum) of a rotating black hole caused by a stationary non-axisymmetric perturbation is calculated.
Key concepts: Physics, Rotating black hole, Spin-flip, Black hole (networking), Classical mechanics, Angular momentum, Extremal black hole, Charged black hole