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关于纳米尺度体系中单粒子分布函数的一些严格结果

On the Single-Particle Distribution Function in the Systems of Nanometer Scale:Some Rigorous Results
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摘要 利用变分原理,首先证明在零温下,量子点系统和超导小颗粒系统的单粒子分布函数对于单粒子能量是非增的。然后利用Klein不等式证明,在非零温下,这一结论仍然正确。这些结果明确地显示,这一分布函数随单粒子能量的非增行为是由这些纳米系统的量子稳定性条件决定的。 The properties of the single-particle distribution function in nanometer scale systems are rigorously studied. First, by using the variational principle, it is shown that this function is nonincreasing with respect to the single-particle energy levels at zero temperature. Then, by applying the Klein inequality, the same conclusion can be also established in the ease of nonzero temperature. These results show clearly how the behavior of the single-particle distribution function is determined by the stability condition of the systems.
出处 《北京大学学报(自然科学版)》 EI CAS CSCD 北大核心 2007年第5期630-638,共9页 Acta Scientiarum Naturalium Universitatis Pekinensis
基金 国家自然科学基金(90403003 10674003) 北京市科研新星计划(2005B11)资助项目
关键词 纳米体系 单粒子分布函数 严格结果 nanometer scale systems single-particle distribution function rigorous results
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  • 1Kouwenhoven L P, Marcus C M, McEuen P L, et al. Electron transport in quantum dots//Sohn L L, Kouwenhoven L P, Schon G. Mesoscopic electron transport NATO ASI, Seriers E. Dordrecht: Kluwer, 1997, 345: 105-214.
  • 2Goldhaber-Gordon D, Shtrikman H, Mahalu H, et al. Kondo effect in a single-electron transistor. Nature, 1998, 391(6663) : 156-159.
  • 3Cronenwett S M, Oosterkamp T H, Kouwenhoven L P. A tunable Kondo effect in quantum dots. Science, 1998, 281 (5376) : 540-544.
  • 4Ng T K, Lee P A. On-site Coulomb repulsion and resonant tunneling. Physical Review Letters, 1988, 61(15) : 1768- 1771.
  • 5Glazman L I, Raikh M E. Resonant Kondo transparency of a barrier with quasilocal impurity states. JETP Letters, 1988, 47(8) : 452-455.
  • 6Hershfield S, Davis J H, Wilkins J W. Probing the Kondo resonance by resonant tunneling through an Anderson impurity. Physical Review Letters, 1991, 67(26): 3720- 3723.
  • 7Hershfield S, Davis J H, Wilkins J W. Resonant tunneling through an Anderson impurity. I. Current in the symmetric model. Physical Review B, 1992,46(11) : 7046-7060.
  • 8Meir Y, Wingreen N S. Landauer formula for the current through an interacting electron region. Physical Review Letters, 1992, 68(16) : 2512-2515.
  • 9Wingreen N S, Meir Y. The Anderson model out of equilibrium : non-crossing-approximation approach to transport through a quantum dot. Physical Review B, 1994, 49(16) : 11040-11052.
  • 10Ralph D C, Black C T, Tinkham M. Spectroscopic measurements of discrete electronic states in single metal particles. Physical Review Letters, 1995, 74(16): 3241- 3244.

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