Nonequilibrium Steady States and MacLennan-Zubarev Ensembles in a Quantum Junction System(Physics of Non-Equilibrium Systems: Self-Organized Structures and Dynamics Far from Equilibrium)

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概要

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• Based on a recent progress in nonequilibrium statistical mechanics of infinitely extended quantum systems, a nonequlibrium steady state (NESS) is constructed for a single-level quantum dot interacting with two free reservoirs under less general but more practically useful conditions than the previous works. As an example, a model of an Ahoronov-Bohm ring with a quantum dot is studied in detail. Then, NESS is shown to be regarded as a MacLennan-Zubarev ensemble. A formal relation between response and correlation at NESS is derived as well.

• 理論物理学刊行会の論文
• 2006-12-14

著者

• Tasaki Shuichi

  Advanced Institute For Complex Systems And Department Of Applied Physics School Of Science And Engin

• Tasaki Shuichi

  Advanced Institute For Complex Systems And Department Of Applied Physics School Of Science And Engin

• Takahashi Junko

  Advanced Institute For Complex Systems And Department Of Applied Physics School Of Science And Engin

• TAKAHASHI Junko

  Advanced Institute for Complex Systems and Department of Applied Physics, School of Science and Engineerings, Waseda University

関連論文

• Nonequilibrium Peierls Transition(Condensed Matter Physics)
• Reconnection of Unstable/Stable Manifolds of the Harper Map : Asymptotics-Beyond-All-Orders Approach(Condensed Matter and Statistical Physics)
• Nonequilibrium Steady States and MacLennan-Zubarev Ensembles in a Quantum Junction System(Physics of Non-Equilibrium Systems: Self-Organized Structures and Dynamics Far from Equilibrium)

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