Quantum fluids in nanoporous media——Effects of the confinement and fractal geometry  

Quantum fluids in nanoporous media—Effects of the confinement and fractal geometry

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作  者:TAYURSKII Dmitrii LYSOGORSKIY Yury 

机构地区:[1]Department of Physics, Kazan Federal University

出  处:《Chinese Science Bulletin》2011年第34期3617-3622,共6页

基  金:supported in part by the Russian Fund for the Fundamental Research (09-02-01253);the Ministry of Education and Science of the Russian Federation (FTP "Scientific and scientific-pedagogical personnel of the innovative Russia" contract N 02.740.11.0797)

摘  要:The complex behavior of such quantum fluids like liquid 4He and liquid 3He in nanoporous media is determined by spatial quantization because of geometrical confinement as well as by significant contribution from the surface atoms. In the present report we will review the procedure, results and discuss the issues for fractionalized nonextensive hydrodynamical approach to describe the properties of quantum fluids inside nanopores and propose consideration of strong correlated quantum liquid by means of fractionalized Schro¨dinger equation.The complex behavior of such quantum fluids like liquid 4He and liquid 3He in nanoporous media is determined by spatial quantization because of geometrical confinement as well as by significant contribution from the surface atoms. In the present report we will review the procedure, results and discuss the issues for fractionalized nonextensive hydrodynamical approach to describe the properties of quantum fluids inside nanopores and propose consideration of strong correlated quantum liquid by means of fractionalized Schro¨dinger equation.

关 键 词:量子流体 多孔介质 分形几何 薛定谔方程 复杂行为 报告审查 力学方法 量子液体 

分 类 号:O512.1[理学—低温物理]

 

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