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artículo con referato
"Yukawa fluids in the mean scaling approximation: I. The general solution"
L. Blum and J.A. Hernando
J. Phys.: Condens. Matter 14(46) (2002) 11933-11944
A new general form of the multi-Yukawa, multicomponent closure of the Ornstein-Zernike equation for factored interactions is derived. The general solution is given in terms of an M × M scaling matrix Γ obtained by solving M (equal to the number of Yukawa terms in the closure) equations together with M(M-1) symmetry conditions
where (n) is of higher order in the density, and all quantities are algebraic functions of Γ.
Explicit formulae for the thermodynamic properties are also provided.
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