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Charged Fermions Tunneling from a Rotating Charged Black Hole in 5-Dimensional Gauged Supergravity
【摘要】 <正> Recent research shows that Hawking radiation from black hole horizon can be treated as a quantumtunneling process, and fermions tunneling method can successfully recover Hawking temperature.In this tunnelingframework, choosing a set of appropriate matrices γ~μ is an important technique for fermions tunneling method.Inthis paper, motivated by Kerner and Man’s fermions tunneling method of 4 dimension black holes, we further improvethe analysis to investigate Hawking tunneling radiation from a rotating charged black hole in 5-dimensional gaugedsupergravity by constructing a set of appropriate matrices γ~μ for general covariant Dirac equation.Finally, the expectedHawking temperature of the black hole is correctly recovered, which takes the same form as that obtained by othermethods.This method is universal, and can also be directly extend to the other different-type 5-dimensional chargedblack holes.
【Abstract】 Recent research shows that Hawking radiation from black hole horizon can be treated as a quantum tunneling process, and fermions tunneling method can successfully recover Hawking temperature.In this tunneling framework, choosing a set of appropriate matrices γ~μ is an important technique for fermions tunneling method.In this paper, motivated by Kerner and Man’s fermions tunneling method of 4 dimension black holes, we further improve the analysis to investigate Hawking tunneling radiation from a rotating charged black hole in 5-dimensional gauged supergravity by constructing a set of appropriate matrices γ~μ for general covariant Dirac equation.Finally, the expected Hawking temperature of the black hole is correctly recovered, which takes the same form as that obtained by other methods.This method is universal, and can also be directly extend to the other different-type 5-dimensional charged black holes.
【Key words】 rotating charged black hole; Dirac particles; Hawking radiation; Hawking temperature;
- 【文献出处】 Communications in Theoretical Physics ,理论物理通讯(英文版) , 编辑部邮箱 ,2010年11期
- 【分类号】O314
- 【下载频次】10