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*Matha, Hindu monastic establishments, also known as '''math''' or '''mutt'''
 
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The '''Gibbons–Hawking effect''' is the statement that a [[temperature]] can be associated to each solution of the [[Einstein field equations]] that contains a causal horizon. It is named after [[Gary Gibbons]] and [[Stephen William Hawking]].
 
The term "causal horizon" does not necessarily refer to [[event horizon]]s only, but could also stand for the horizon of the visible universe, for instance.
 
For example, [[Schwarzschild metric|Schwarzschild spacetime]] contains an event horizon and so can be associated a temperature. In the case of Schwarzschild spacetime this is the temperature <math>T</math> of a black hole of mass <math>M</math>, satisfying <math>T \propto M^{-1}</math> (see also [[Hawking radiation]]).
 
A second example is [[de Sitter space]] which contains an [[event horizon]]. In this case the temperature <math>T</math> is proportional to the [[Hubble constant|Hubble parameter]] <math>H</math>, i.e. <math>T \propto H</math>.
 
==See also==
*[[Hawking radiation]]
 
==References==
* Gibbons, Hawking. ''Cosmological Event Horizons, Thermodynamics, and Particle Creation'', Physical Review D, volume 15, 1977, pages 2738–2751.
{{Stephen Hawking}}
{{DEFAULTSORT:Gibbons-Hawking effect}}
[[Category:General relativity]]
 
{{Science-stub}}

Revision as of 03:23, 30 January 2014

My name is Winnie and I am studying Anthropology and Sociology and Modern Languages and Classics at Rillieux-La-Pape / France.

Also visit my web site ... hostgator1centcoupon.info The Gibbons–Hawking effect is the statement that a temperature can be associated to each solution of the Einstein field equations that contains a causal horizon. It is named after Gary Gibbons and Stephen William Hawking.

The term "causal horizon" does not necessarily refer to event horizons only, but could also stand for the horizon of the visible universe, for instance.

For example, Schwarzschild spacetime contains an event horizon and so can be associated a temperature. In the case of Schwarzschild spacetime this is the temperature T of a black hole of mass M, satisfying TM1 (see also Hawking radiation).

A second example is de Sitter space which contains an event horizon. In this case the temperature T is proportional to the Hubble parameter H, i.e. TH.

See also

References

  • Gibbons, Hawking. Cosmological Event Horizons, Thermodynamics, and Particle Creation, Physical Review D, volume 15, 1977, pages 2738–2751.

Template:Stephen Hawking

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