International Conference on Quantum Science and Applications (ICQSA) -- MAY 25-27, 2016 -- Eskisehir Osmangazi University, Eskisehir, TURKEYWOS: 000440515300010The efficient method is developed for analytical evalualtion of quantum corrections to second virial coefficient with Lennard-Jones (12-6) potential. The quantum corrections to second virial coefficient played a significant role in the investigation of real gases in the low temperatures range. In this paper, we obtained a series of formula in terms of gamma and exponential integral functions which is one of the useful approaches for analytical evaluation of quantum corrections to second virial coefficient. The calculation results excellently agreement with of the literature data.Eski...
We present a rigorous framework for fully quantum calculation of the third dielectric virial coeffic...
WOS: 000423542600005We present a new analytical approximation for determining the compressibility fa...
The adsorption isotherm and the equation of state for the two-dimensional gas are derived from the g...
WOS: 000477562800016In this study, the first quantum corrections to the second virial coefficient (S...
The quantum corrections to the second virial coefficient for a gas at high temperature are calculate...
We propose a general evaluation method to calculate the second virial coefficient with Kihara potent...
3rd International Conference on Analysis and Applied Mathematics (ICAAM) -- SEP 07-10, 2016 -- Almat...
WOS: 000467484800002We derived an efficient analytical formula to calculate the second virial coeffi...
A simple and efficient analytical formula for the calculation of second virial coefficient over Suth...
A kinetic equation has been proposed earlier for an inhomogeneous quantum dilute gas obeying Boltzma...
Contains fulltext : 6835.pdf (publisher's version ) (Open Access
Second virial coefficients as function of temperature are computed for the title molecular systems i...
We present a method to calculate dielectric and refractivity virial coefficients using the path-inte...
The second virial coefficient is a relevant property for determining the effect of the non-ideality ...
PTHFor cutoff potentials, a condition which is not a limitation for the calculation of physical syst...
We present a rigorous framework for fully quantum calculation of the third dielectric virial coeffic...
WOS: 000423542600005We present a new analytical approximation for determining the compressibility fa...
The adsorption isotherm and the equation of state for the two-dimensional gas are derived from the g...
WOS: 000477562800016In this study, the first quantum corrections to the second virial coefficient (S...
The quantum corrections to the second virial coefficient for a gas at high temperature are calculate...
We propose a general evaluation method to calculate the second virial coefficient with Kihara potent...
3rd International Conference on Analysis and Applied Mathematics (ICAAM) -- SEP 07-10, 2016 -- Almat...
WOS: 000467484800002We derived an efficient analytical formula to calculate the second virial coeffi...
A simple and efficient analytical formula for the calculation of second virial coefficient over Suth...
A kinetic equation has been proposed earlier for an inhomogeneous quantum dilute gas obeying Boltzma...
Contains fulltext : 6835.pdf (publisher's version ) (Open Access
Second virial coefficients as function of temperature are computed for the title molecular systems i...
We present a method to calculate dielectric and refractivity virial coefficients using the path-inte...
The second virial coefficient is a relevant property for determining the effect of the non-ideality ...
PTHFor cutoff potentials, a condition which is not a limitation for the calculation of physical syst...
We present a rigorous framework for fully quantum calculation of the third dielectric virial coeffic...
WOS: 000423542600005We present a new analytical approximation for determining the compressibility fa...
The adsorption isotherm and the equation of state for the two-dimensional gas are derived from the g...