Search results for: N.E. Dubinin

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Addendum to the erratum to the paper “Excess entropy of mixing for binary square-well fluid in the mean spherical approximation: Application to liquid alkali-metal alloys” (J. Non-Cryst. Sol., 429 (2015), p. 234)

N.E. Dubinin, V.V. Filippov, A.A. Yuryev, N.A. Vatolin

Journal of Non-Crystalline Solids > 2017 > 476 > C > 173

article

Erratum to the paper “Excess entropy of mixing for binary square-well fluid in the mean spherical approximation: Application to liquid alkali-metal alloys” [J. Non-Cryst. Solids 401 (2014) p. 101–104]

N.E. Dubinin, V.V. Filippov, A.A. Yuryev, N.A. Vatolin

Journal of Non-Crystalline Solids > 2015 > 429 > Complete > 234

article

Excess entropy of mixing for binary square-well fluid in the mean spherical approximation: Application to liquid alkali-metal alloys

N.E. Dubinin, V.V. Filippov, A.A. Yuryev, N.A. Vatolin, more

Journal of Non-Crystalline Solids > 2014 > 401 > Complete > 101-104

The expression for the entropy of binary square-well (SW) mixture is derived in the framework of the semi-analytical approach [J. Non-Cryst. Solids 353 (2007) 1798] for the mean spherical approximation. This expression is applied to calculate the concentration dependencies of the excess entropy of mixing for liquid Na-K and Na-Cs alloys at T=373K. It is shown that the SW model allows to achieve a...

article

Straightforward calculation of the WCA entropy and internal energy for liquid metals

N.E. Dubinin, A.A. Yuryev, N.A. Vatolin

Thermochimica Acta > 2011 > 518 > 1-2 > 9-12

The explicit expression for the reference-system entropy within the Weeks–Chandler–Andersen (WCA) approximation is derived and applied to straightforward calculation of the WCA entropy and internal energy of liquid alkali metals. It is shown that the procedure used gives the same results as a numerical differentiation of the Helmholtz free energy but with a smaller computing complexity.

article

Structure and thermodynamics of the one- and two-component square-well fluid

N.E. Dubinin, V.V. Filippov, N.A. Vatolin

Journal of Non-Crystalline Solids > 2007 > 353 > 18-21 > 1798-1801

We suggest a new procedure for the quantitative description of the square-well (SW) fluid in the framework of the mean spherical approximation (MSA): At first, the direct correlation function inside the hard core (HC) has been expanded in polynomial series. Then, one obtains the analytical expression for the Fourier transform of the direct correlation function for an arbitrary HC pair potential using...

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Search results for: N.E. Dubinin

Addendum to the erratum to the paper “Excess entropy of mixing for binary square-well fluid in the mean spherical approximation: Application to liquid alkali-metal alloys” (J. Non-Cryst. Sol., 429 (2015), p. 234)

Erratum to the paper “Excess entropy of mixing for binary square-well fluid in the mean spherical approximation: Application to liquid alkali-metal alloys” [J. Non-Cryst. Solids 401 (2014) p. 101–104]

Excess entropy of mixing for binary square-well fluid in the mean spherical approximation: Application to liquid alkali-metal alloys

Straightforward calculation of the WCA entropy and internal energy for liquid metals

Structure and thermodynamics of the one- and two-component square-well fluid

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INFONA - science communication portal

Search results for: N.E. Dubinin

Addendum to the erratum to the paper “Excess entropy of mixing for binary square-well fluid in the mean spherical approximation: Application to liquid alkali-metal alloys” (J. Non-Cryst. Sol., 429 (2015), p. 234)

Erratum to the paper “Excess entropy of mixing for binary square-well fluid in the mean spherical approximation: Application to liquid alkali-metal alloys” [J. Non-Cryst. Solids 401 (2014) p. 101–104]

Excess entropy of mixing for binary square-well fluid in the mean spherical approximation: Application to liquid alkali-metal alloys

Straightforward calculation of the WCA entropy and internal energy for liquid metals

Structure and thermodynamics of the one- and two-component square-well fluid

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