Vaidya-Bonner时空中Klein-Gordon粒子的统计熵The Statistical Entropy of Klein-Gordon Partial in Vaidya-Bonner Space-time
蒋继建
摘要(Abstract):
通过坐标变换得到了带电球对称蒸发黑洞的视界面位置和视界温度;利用改进的brick-wall方法———薄膜模型计算了这类黑洞的自由能和熵,发现这种黑洞的熵等于它外视界面积的1/4;探讨了黑洞熵与Hawking辐射的关系.
关键词(KeyWords): Vaidya-Bonner时空;视界温度;薄膜模型;Klein-Gordon方程;自由能;黑洞熵
基金项目(Foundation):
作者(Author): 蒋继建
DOI: 10.16393/j.cnki.37-1436/z.2005.05.008
参考文献(References):
- [1]Bardeen J M,Carter,Band Hawking S W.The four laws of black hole mechanics[J].Commun.Math.Phys.,1973,21:161.
- [2]Hawking S W.Black hole explosions[J].Nature,1974,248:30.
- [3]Gibbons G W,Hwaking S W.Action integrals and partion functions in quantum gravity[J].Phys.Rev.,1977,D15:2 752.
- [4]朱建阳,张建华,赵峥.带有电荷和磁荷的一类任意加速黑洞的量子热效应[J].天文学报,1994,35(3):246-251.
- [5]Damour T,Ruffini R.Black hole in the Klein-Sauter-Heiserberg-Euler formation[J].Phys.Rev.,1976,D14:332.
- [6]Zhu J Y,Zhang J H,Zhao Z.Hawking effect in Vaidya-Bonner spacetime[J].Int.J.Thoer.Phys.,1994,33:2 137.
- [7]Bekenstein J D.Black hole thermodynamics[J].Physics Today,1980,33:24-31.
- [8]Zurek W H,Thorne KS.Staistical mechanical origin of the entropy of a rotating,charged black hole[J].Phys.Rev.Lett.,1985,54:2 171.
- [9]Srednicki M.Entropy and area[J].Phys.Rev.Lett.,1993,71:666.
- [10]Mukohyama S,seria M,Kodama H.Thermodynamics of entanglement in Schwarzchild spacetime[J].Phys.Rev.,1998,D58(06):4001.
- [11]Hooft G.On the quantum structure of a black hole[J].Vucl Phys.,1985,B256:727.
- [12]Liu W B,Zhao Z.Entropy of the Dirac filed in a Kerr-Newman black hole[J].Phys.Rev.,2000,D61(06):3003.
- [13]刘文彪,朱建阳,赵峥.Reissner-Nordstrom黑洞背景下Driac场的熵[J].物理学报,2000,49(2):581-584.
- [14]Liu W B,Zhao Z.An improved thin film brick-wall model of black hole entropy[J].Chin.Phys.Lett.,2001,18:310.
- [15]Li X,Zhao Z.Entropy of a Vaidya black hole[J].Phys.Rev.,2000,D62(10):4 001.
- [16]Zhu J Y,Zhang J H,Zhao Z.Hawking radiation of charged Driac particles in Vaidya-Bonner spacetime[J].Science in China(seriesA),1995,38:217-226.
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