Access the full text.
Sign up today, get DeepDyve free for 14 days.
P. Bezverkhii, V. Martynets, É. Matizen (2007)
Nonparametric scaling equation of state for description of critical behavior of liquidHigh Temperature, 45
A.B. Meshalkin A.B. Kaplun (1999)
Equation for the second virial coefficient of gasesHigh Temperature — High Pressure, 31
V.A. Rabinovich (1966)
Thermal Physical Properties of Air and Its Components
M. Anisimov (1991)
Critical phenomena in liquids and liquid crystals
A. Kaplun, A. Meshalkin (1999)
Equation for the second virial coefficientHigh Temperatures-high Pressures, 31
V. Kukarin, V. Martynets, É. Matizen, A. Sartakov (1980)
Experimental study of He/sup 4/ P--rho--T data near the critical vaporization point
A.B. Meshalkin (2006)
The behavior of isochoric heat capacity in the two-phase range of the thermodynamic system
M. Moldover (1969)
SCALING OF THE SPECIFIC-HEAT SINGULARITY OF $sup 4$He NEAR ITS CRITICAL POINT.Physical Review, 182
A.B. Meshalkin A.B. Kaplun (2000)
A two-parametric equation of state for real fluids, RussJ. Engng. Thermophys., 10
V.V. Altunin (1968)
Thermal Physical Properties of Carbon Dioxide
R. Dadson (1970)
The Virial Coefficients of GasesPhysics Bulletin, 21
J. Dymond, Er Smith (1969)
The virial coefficients of gases : a critical compilation
G. Soave (1999)
An effective modification of the Benedict–Webb–Rubin equation of stateFluid Phase Equilibria, 164
A.B. Meshalkin A.B. Kaplun (2001)
About the structure of the united equation of stateDoklady Physics, 376
A. Kaplun, A. Meshalkin (2006)
Approximate and high-accuracy equations of state of one-component normal substancesRussian Journal of Physical Chemistry, 80
A.B. Meshalkin A.B. Kaplun (2005)
About heat capacity CV at a critical liquid-vapor point in the two-phase range of the thermodynamic systemDoklady Physics., 404
A. Kaplun, A. Meshalkin (2003)
Thermodynamic Validation of the Form of Unified Equation of State for Liquid and GasHigh Temperature, 41
A. Kaplun, A. Meshalkin (2003)
Equation of state for dense gases of one-component substancesDoklady Physics, 48
A. Abdulagatov, A. Kaplun, A. Meshalkin, I. Abdulagatov, G. Stepanov (2002)
Second caloric virial coefficients for real gases and combined spherical symmetric potential for simple molecular interactionsThe Journal of Chemical Thermodynamics, 34
I.I. Novikov (2000)
Thermodynamics of Spinodals and Phase Transitions
V. Sychev, A. Vasserman, A. Kozlov, G. Spiridonov, V. Tsymarny (1987)
Thermodynamic properties of helium, 1
A.B. Meshalkin A.B. Kaplun (2003)
The equation of state for dense gases of one-component substancesDokl. Acad. Nauk, Physics, 392
Abstract The compressibility factor was calculated in a wide range of parameters including the critical region using the equations of state obtained previously for real gas and conditions and limitations formulated by the authors for the form (structure) of the equation of state. It was determined that maximal deviations of compressibility factor values calculated by these analytical equations from the experimental (tabulated) values occur mainly within the critical region. A corresponding correction was introduced into the initial equation, and the analytical equation accurately describing experimental data in a wide range of real gas state parameters, including the critical region, was derived. It was shown by the example of analysis of high-accuracy experimental data on thermal properties of helium in the critical region that data description by the proposed analytical equation is at least as good as that obtained by the equation of fluctuation theory (scaling). It is shown that the proposed equation meets the classical conditions at the critical point.
Thermophysics and Aeromechanics – Springer Journals
Published: Sep 1, 2008
Read and print from thousands of top scholarly journals.
Already have an account? Log in
Bookmark this article. You can see your Bookmarks on your DeepDyve Library.
To save an article, log in first, or sign up for a DeepDyve account if you don’t already have one.
Copy and paste the desired citation format or use the link below to download a file formatted for EndNote
Access the full text.
Sign up today, get DeepDyve free for 14 days.
All DeepDyve websites use cookies to improve your online experience. They were placed on your computer when you launched this website. You can change your cookie settings through your browser.