Consequences of Gravitational Tunneling Radiation

Details Consequences of Gravitational Tunneling Radiation Consequences of Gravitational Tunneling Radiation

2003-02-22

arxiv.org/abs/astro-ph/0302469v4

Focus on Astrophysics Research, Editor L.V. Ross; Nova Science Publishers, Inc. N.Y.; pp. 85 - 108 (2003)

Astronomy and Astrophysics

Astrophysics

25 pages, 1 figures, 0 tables A few important sentences are added to Sec. 10

Scientific paper

Gravitational tunneling radiation (GTR) from a black hole is similar to electric field emission of electrons from a metal. There is always a second body to give the gravitational barrier of a black hole a finite rather than infinite width so that a particle can escape by tunneling. Thus GTR may be emitted from black holes in a process differing from that of Hawking radiation (HR) with broad ranging astrophysical ramifications. HR of an "isolated" black hole is an abstraction which has not been detected in three decades, and which may not exist. GTR is beamed, in contrast to HR, which is isotropic. Little black holes may account for much of the dark matter of the universe, and hence the anomalous rotation of spiral galaxies, as well as contribute to the accelerated expansion of the universe. The absence of HR permits the existence of little black hole gravitationally bound atoms with quantized orbits and quantized gravitational radiation. Since some theories speculate that the early universe may have existed in n-dimensional space, certain results will be presented both for general n-space and for the 3-space in which we live. An inconsistency between quantum mechanics and the equivalence principle is demonstrated. It is shown that angular momentum cannot be quantized in the usual manner in 4-space, with possible consequences for Kaluza-Klein theory. An hypothesis is presented for reducing the enormously too-large vacuum zero-point energy. String theory may be impacted by the finding that atoms are not energetically stable in higher than 3-space. GTR avoids the black hole lost information paradox.

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