Condensed Matter Physics, 2015, № 1
Постійний URI цієї колекціїhttps://nasplib.isofts.kiev.ua/handle/123456789/150107
ЗМІСТ
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Dear colleagues and readers of our journal
 
Henderson, D., Holovko M., Nezbeda I., Trokhymchuk A.
What is Liquid?
Henderson D.
Gone but not forgotten
Toxvaerd S.
Role of attractive forces in determining the equilibrium structure and dynamics of simple liquids
Hoover Wm.G., Hoover C.G.
What is liquid? Lyapunov instability reveals symmetry-breaking irreversibilities hidden within Hamilton's many-body equations of motion
Mohorič T., Hribar-Lee B., Vlachy V.
Effects of translational and rotational degrees of freedom on the properties of model water
Trokhymchuk A., Melnyk R., Nezbeda I.
Virial expansions and augmented van der Waals approach: Application to Lennard-Jones-like Yukawa fluid
Boda, D., Leaf G., Fonseca J., Eisenberg B.
Energetics of ion competition in the DEKA selectivity filter of neuronal sodium channels
Nezbeda I., Jirsak J., Moucka F., Smith W.R.
Application of molecular simulations: Insight into liquid bridging and jetting phenomena
Galicia-Andrés E., Dominguez H., Pizio O.
Temperature dependence of the microscopic structure and density anomaly of the SPC/E and TIP4P-Ew water models. Molecular dynamics simulation results
Melnyk R.
Theoretical study of phase behaviour of DLVO model for lysozyme and γ-crystalline aqueous electrolyte solutions
Hvozd T.V., Kalyuzhnyi Yu.V.
Second-order Barker-Henderson perturbation theory for the phase behavior of polydisperse Morse hard-sphere mixture
Bryk T., Scopigno T., Ruocco G.
Heat capacity of liquids: A hydrodynamic approach
Holovko M.F., Patsahan T.M., Shmotolokha V.I.
What is liquid in random porous media: the Barker-Henderson perturbation theory