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再论黑洞熵的量子化

A Further Investigation on the Quantization of Black-Hole Entropy
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摘要 在文[1]的基础上,进一步论证了黑洞熵可能是量子化的,其量子单位为2πKB;(1)由粒子的Compten波长在黑洞视界内的量子化条件导出了黑洞熵增量子化;(2)指出了2πKB比Mukhanov[2]提出的黑洞熵的量子单位(ln2)KB更合理,(3)根据对黑洞吸收粒子的分析,对黑洞的熵值作了计算,得出黑洞熵的表达式,从而对黑洞的高熵值提出了一种较好的解释. A further investigation on the quantization of black-hole entropy which is of quantum unit, 2πKB, is given baed on ref.[1].(1 )The quantization of entropy increase of a black hole is derived by quantization condition of a partiCle's Compton wavelength within the horizon range of the black hole.(2) It is pointed out that 2πKB is a more reasonable quantum unit for black-hole entropy than (ln2) KB proposed by Mukhanov [2].(3) An estimation for Schwarzschild black-hole entropy is given and a possible explanation for the enormous value of black-hole entropy is provided by vine of the analysis of a black hole's absorbing individual particles.
作者 汪定雄 程奕
机构地区 武汉市二中
出处 《中南民族大学学报(自然科学版)》 CAS 1994年第2期30-34,共5页 Journal of South-Central University for Nationalities:Natural Science Edition
关键词 黑洞 黑洞熵 量子化 black holes black hole entropy quantization
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二级参考文献4

  • 1M. J. Bowick,L. Smolin,L. C. R. Wijewardhana. Does string theory solve the puzzles of black hole evaporation?[J] 1987,General Relativity and Gravitation(2):113~119
  • 2V. Sabbata,P. Rizzati. Strong gravity and Dirac numbers[J] 1977,Lettere al Nuovo Cimento(14):525~528
  • 3S. W. Hawking. Particle creation by black holes[J] 1975,Communications In Mathematical Physics(3):199~220
  • 4A. Salam,J. Strathdee. Quantum gravity and infinities in quantum electrodynamics[J] 1970,Lettere Al Nuovo Cimento Series 1(3):101~108

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