А. Ф. Иоффе (К Шестидесятилетнему Юбилею)

Density-Dependent Equations of State for Metal, Nonmetal, and Transition States for Compressed Mercury Fluid

“…, for which the coordination number equals 5.31. 23 It can be concluded that the method of this study can reproduce reasonably well the molecular parameters of pair potential function at low temperature, which for their calculations subcritical experimental data of compressed liquid mercury, comparable roughly .] At the low temperature, the deviation of the above ratio from unity (e.g., 0.952) can be attributed to the fact that liquid mercury has been investigated at pressures range just somewhat higher than saturation pressures.…”

“…The experimental T Pρ tabulations measured for mercury have been used. 23 [The selected data from available data are in the pressure range 200-5000 atm at T=273.15 K, and to 3500-5000 atm at T=2123.15 K; the data used for other isotherms given below are selected so as to follow the constraint for f(ρ) in (2).] Both potential functions result in isotherms that are linear from 273.…”

Selected problems of laser ablation theory

“…The most complete experimental data on the equation of state in the circumcritical domain are available for mercury [61], and therefore elaborate ablation calculations were performed for this metal. For other materials, the authors of Ref.…”

Measurement of the electrical resistivity of hot aluminum passing from the liquid to gaseous state at supercritical pressure

“…These studies were focused mainly on two general problems: a description of the metal-nonmetal transition occurring in such systems [1][2][3][4] and the dense metallic plasmas characterized by strong interparticle interaction ͑strongly coupled plasmas͒. [5][6][7][8] There is also a practical interest in studying such states of matter caused by some pulse-powered applications, in which a metallic sample is rapidly heated so that due to inertia its density remains relatively high despite a considerable rise in temperature.…”