1998
DOI: 10.1063/1.475864
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Orthogonal polynomial approach to fluids with internal degrees of freedom: The case of polar, polarizable molecules

Abstract: Articles you may be interested inSolution of the mean spherical approximation for polydisperse multi-Yukawa hard-sphere fluid mixture using orthogonal polynomial expansions Multidensity integral equation theory for a sticky hard sphere-hard sphere heteronuclear dimer fluid: Thermodynamic and structural properties Integral equation theory for dipolar hard sphere fluids with fluctuating orientational order An accurate theoretical description of fluids composed of fully anisotropic molecules: Application to C 2v … Show more

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Cited by 11 publications
(3 citation statements)
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“…Close to the DNA surfaces, however, it is not at all clear whether the effect of a dielectric discontinuity as described by macroscopic electrostatics is justified. More realistic dielectric effects were taken into account by a space-dependent dielectric constant eðr rÞ (Lado et al, 1998). One could surmise that if the resulting interaction and phase behavior is similar for the two limiting cases e/e 1 ¼ 1 and e/e 1 ¼ ', dielectric effects on this molecular scale are not actually very important at all.…”
Section: The Modelmentioning
confidence: 99%
“…Close to the DNA surfaces, however, it is not at all clear whether the effect of a dielectric discontinuity as described by macroscopic electrostatics is justified. More realistic dielectric effects were taken into account by a space-dependent dielectric constant eðr rÞ (Lado et al, 1998). One could surmise that if the resulting interaction and phase behavior is similar for the two limiting cases e/e 1 ¼ 1 and e/e 1 ¼ ', dielectric effects on this molecular scale are not actually very important at all.…”
Section: The Modelmentioning
confidence: 99%
“…The use of Gaussian quadratures for molecular liquids has been used by Lado and co-workers. 46,47 It is more appropriate to assemble the site f-bonds on each quadrature point for large molecular systems. The use of the vector-coupling coefficients, however, does not become a serious bottleneck for molecular systems treated in this article.…”
Section: ͑20͒mentioning
confidence: 99%
“…Their spatial correlations are then given by < 0 (r) 0 (0) > = (r) + g 00 (r) 1]; (21) < 1 (r) 0 (0) > = g 10 (r); (22) < 1 (r) 1 (0) > = (r) + g 11 (r): (23) Rather than show these correlation functions for the three-dimensional calculation described above, I display instead the results for a similar quasitwo-dimensional polydisperse colloidal monolayer 8]. The only change needed in the calculation algorithm for the 2D version is the replacement of the Fourier transforms, with kernel sin(kr), by Hankel transforms, with kernel J 0 (kr), in Steps 2 and 4, where J 0 (x) is the Bessel function of order zero.]…”
Section: Polydisperse Colloidal Uidsmentioning
confidence: 99%