1987
DOI: 10.1021/j100291a036
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Boundary continuity and analytical potentials in continuum solvent models. Implications for the Born model

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Cited by 27 publications
(20 citation statements)
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“…At high fields there is a deep potential well, W(a) = -/lEcosa, so that the dipoles become tightly ordered and ever less reorientable as E increases. Hence the dielectric constant drops sharply in the vicinity of an ion and the system becomes 'dielectrically saturated' (Millen & Watts, 1967;Abe, 1986;Bucher & Porter, 1986;Eherson, 1987). The simplest example is the Debye formula for the polarization, explicitly justified for dilute gases, but often applied to the study of polar fluids (Warshel & Russell, 1984),…”
Section: Non-linearity Of Electrical Responsementioning
confidence: 99%
“…At high fields there is a deep potential well, W(a) = -/lEcosa, so that the dipoles become tightly ordered and ever less reorientable as E increases. Hence the dielectric constant drops sharply in the vicinity of an ion and the system becomes 'dielectrically saturated' (Millen & Watts, 1967;Abe, 1986;Bucher & Porter, 1986;Eherson, 1987). The simplest example is the Debye formula for the polarization, explicitly justified for dilute gases, but often applied to the study of polar fluids (Warshel & Russell, 1984),…”
Section: Non-linearity Of Electrical Responsementioning
confidence: 99%
“…Electrical Free Energy. We now consider the electrical free energy, Fc, of the charged sphere at the N+ end of the head group, at the interface between heptane with dielectric constant eh and water with dielectric constant <w. As in the treatment of the Born energy of ions [see, e.g., Ehrenson (1987)], Fe is figure 3: Electrostatic free energy Fe of hydrophobic sphere with radius t = 3.5 Á and charge e in center at distance z from heptane/water interface. Solid curves from eq 5 and 4, continued as dashed curves a and b.…”
Section: Interfacementioning
confidence: 99%
“…Such an approach would suggest that the influence of the oil phase on the electrical energy of the charged sphere could be higher than the image effect on the point charge considered here. Alternatively, a better approximation for the electrical free energy might be based on the work by Raudino and Mauzerall (1986) on dielectric properties of zwitterionic bilayers, or perhaps on recent work on the Born energy (Ehrenson, 1987). In our opinion, such refinements are unwarranted at the present stage of simplicity of other aspects of the model.…”
Section: Interfacementioning
confidence: 99%
“…An important feature of systems in which electrostriction plays a role is that the effective dielectric constant of the solvent becomes nonuniform as the solute is charged. A few previous continuum solvation studies have considered nonuniform dielectric constants, but their focus has been primarily on the treatment of first solvation-shell effects. One such model, which involves dividing the space outside of the solute cavity into a near and a far region and assigning a different value of the dielectric constant to each region, has been applied to the electrostriction problem in SCW . However, the required parameters of the modelthe boundary position and inner dielectric constantdepend upon the electric displacement ( D = ε( r ) E ) generated by the solute and had to be taken from computer simulation.…”
Section: Introductionmentioning
confidence: 99%