Interfacial properties of hydrogen bonding fluid in a slit pore with broken symmetry

doi:10.3969/j.issn.1000-1565.2014.06.008

Abstract

CLC Number:

O631.1 O642.4

LIU Xiaoyu,ZHANG Yanan,ZHANG Zekun,GU Fang. Interfacial properties of hydrogen bonding fluid in a slit pore with broken symmetry[J]. Journal of Hebei University (Natural Science Edition), 2014, 34(6): 603-609.

References

[1] 王海军. AaDd型氢键流体的统计理论(Ⅰ):几何相变 [J]. 中国科学B辑 2006.doi:10.3321/j.issn:1006-9240.2006.03.004
[2] DORE J C, TEIXEIRA J. Hydorgen-bonded liquids [M]. Dordrecht:Kulumer Academic Publishers 1991.
[3] DUNNE L J, MANOS G. Adsorption and phase behaviour in nanochannels and nanotubes [M]. New York:Springer-Verlag 2010.
[4] J(O)ZSEF T. Adsorption:Theory, modeling and analysis [M]. New York:Marcel Dekker, Inc 2002.
[5] Malo BM., Patrykiejew A., Sokolowski S., Pizio O.. Adsorption and phase transitions in a two-site associating Lennard-Jones fluid confined to energetically heterogeneous slit-like pores; application of the density functional method [J]. Journal of Physics. Condensed Matter 2001, 7(7).
[6] LI Zhidong, CAO Dapeng, WU Jianzhong. Layering, condensation, and evaporation of short chains in narrow slit pores [J]. Journal of Chemical Physics 2005, 122.
[7] FU Dong, LI Xiaosen. Phase equilibria and plate-fluid interfacial tensions for associating hard sphere fluids confined in silt pores [J]. Journal of Chemical Physics 2006, 125.
[8] PENG Bo, YU Yangxin. A density functional theory with a mean-field weight function:Applications to surface tension, adsorption, and phase transition of a Lennard-Jones fluid in a slit-like pore [J]. Journal of Physical Chemistry B 2008, 112.
[9] 李小森, 吴慧杰, Li Xiaosen, Wu Huijie. 缔合Lennard-Jones流体在纳米缝隙中的界面性质研究 [J]. 化学学报 2011.
[10] Rasmussen, Christopher J., Vishnyakov, Aleksey, Thommes, Matthias, Smarsly, Bernd M., Kleitz, Freddy, Neimark, Alexander V.. Cavitation in Metastable Liquid Nitrogen Confined to Nanoscale Pores [J]. Langmuir: The ACS Journal of Surfaces and Colloids 2010, 12(12).
[11] 顾芳, 王海军, 齐子玉. AaDd型氢键流体的统计理论（Ⅳ）：胶体粒子间的耗尽势 [J]. 2012.doi:10.1007/s11426-012-4608-8
[12] EVANS R. The nature of the liquid-vapour interface and other topics in the statistical mechanics of non-uniform, classical fluids [J]. Advances in Physics 1979, 28.
[13] RAMAKRISHNAN T V, YUSSOUFF M. First-principles order-parameter theory of freezing [J]. Physical Review B:Condensed Matter 1979, 19.
[14] ROSENFELD Y. Free-energy model for the inhomogeneous hard-sphere fluid mixture and density-functional theory of freezing [J]. Physical Review Letters 1989, 63.
[15] Yang-Xin Yu, Jianzhong Wu. Structures of hard-sphere fluids from a modified fundamental-measure theory [J]. The Journal of Chemical Physics 2002, 22(22).
[16] Roth R., Evans R., Lang A., Kahl G.. Fundamental measure theory for hard-sphere mixtures revisited: the White Bear version [J]. Journal of Physics. Condensed Matter 2002, 46(46).
[17] Y. Rosenfeld, M. Schmidt, H. Lowen, P. Tarazona. Fundamental-measure free-energy density functional for hard spheres: Dimensional crossover and freezing [J]. Physical review.E.Statistical physics, plasmas, fluids, and related interdisciplinary topics 1997, 4(4).
[18] Yang-Xin Yu, Jiangzhou Wu, Yu-Xuan Xin. Structures and correlation functions of multicomponent and polydisperse hard-sphere mixtures from a density functional theory [J]. The Journal of Chemical Physics 2004, 3(3).
[19] Yang-Xin Yu, JiangzhongWu. A fundamental-measure theory for inhomogeneous associating fluids [J]. The Journal of Chemical Physics 2002, 16(16).
[20] WEEKS JD, CHANDLER D, ANDERSON HC. Role of repulsive forces in determining the equilibrium structure of simple liquids [J]. Journal of Chemical Physics 1971, 54.
[21] 顾芳, 王海军, 付东. AaDd型氢键流体的统计理论（Ⅴ）：球形微腔中的相平衡 [J]. 2013.doi:10.1360/032012-23
[22] Chad J.Segura, Walter G.Chapman, Keshawa P.Shukla. Associating fluids with four bonding sites against a hard wall: density functional theory [J]. Molecular physics 1997, 5(5).