[[abstract]]The conjecture of Tuinier (J. Colloid Interface Sci. 258 (2003) 45) for the electrical potentials near a cylindrical surface and near a spherical surface under the conditions of symmetric electrolyte and large scaled radius are derived by solving the corresponding Poisson–Boltzmann equation. The surface charge density–surface potential relations for these surfaces are also derived under the conditions of constant surface potential. We show that the level of surface charge density for planar, cylindrical, and spherical surfaces follows the order spherical surface > cylindrical surface > planar surface.[[notice]]補正完畢[[journaltype]]國內[[incitationindex]]SCI[[incitationindex]]E
The potential on the surface of a semiconductor is formulated analytically as a function of surface ...
In this paper, we show that the far field electrostatic potential created by a highly charged finite...
[[abstract]]The electrical potentials of two identical planar, cylindrical, and spherical particles ...
[[abstract]]Approximate analytical expressions for the electrical potential of planar, cylindrical, ...
AbstractThe surface charge and surface potential of the dispersed particles permits to estimate thei...
[[abstract]]Employing an iterative method in functional theory, the electrical potential distributio...
We report an exact result for the electrostatic potential energy stored in a hemispherical surface w...
This paper proposes a fast and accurate method for determining the electric potential and the radial...
This paper suggests a new point of view for the Poisson equation and its solution for the potential ...
[[abstract]]The electrical potential inside a lipid structure, which is described by a modified Pois...
In this paper, starting from the Bogoliubov-Born-Green-Yvon equations of the liquid-state theory, we...
We study the form of the electrostatic potential created by a hemispherical surface with uniform sur...
It is known experimentally that there exists a functional relationship between surface charge densit...
[[abstract]]The electrical interaction between two planar, parallel dissimilar surfaces, which may h...
A simple statistical mechanical approach is applied to calculate the profile of the density of the n...
The potential on the surface of a semiconductor is formulated analytically as a function of surface ...
In this paper, we show that the far field electrostatic potential created by a highly charged finite...
[[abstract]]The electrical potentials of two identical planar, cylindrical, and spherical particles ...
[[abstract]]Approximate analytical expressions for the electrical potential of planar, cylindrical, ...
AbstractThe surface charge and surface potential of the dispersed particles permits to estimate thei...
[[abstract]]Employing an iterative method in functional theory, the electrical potential distributio...
We report an exact result for the electrostatic potential energy stored in a hemispherical surface w...
This paper proposes a fast and accurate method for determining the electric potential and the radial...
This paper suggests a new point of view for the Poisson equation and its solution for the potential ...
[[abstract]]The electrical potential inside a lipid structure, which is described by a modified Pois...
In this paper, starting from the Bogoliubov-Born-Green-Yvon equations of the liquid-state theory, we...
We study the form of the electrostatic potential created by a hemispherical surface with uniform sur...
It is known experimentally that there exists a functional relationship between surface charge densit...
[[abstract]]The electrical interaction between two planar, parallel dissimilar surfaces, which may h...
A simple statistical mechanical approach is applied to calculate the profile of the density of the n...
The potential on the surface of a semiconductor is formulated analytically as a function of surface ...
In this paper, we show that the far field electrostatic potential created by a highly charged finite...
[[abstract]]The electrical potentials of two identical planar, cylindrical, and spherical particles ...