We investigate the minimum energy configuration of N equal point charges interacting via the Coulomb potential 1/r, and placed on an infinitely thin conducting disk. By minimizing total interaction Energy, we obtain numerically the minimum energy configurations from which the rules for the distribution of charges on the disk are obtained
The equilibrium surface charge density of a charged disk is strikingly different from that of a unif...
This paper deals with approximating an upper bound for the number of equilibrium points of a potenti...
The method of images is used to study the charge distribution for cases where Coulomb’s law de-viate...
The minimum energy configurations of N equal point charges interacting via the Coulomb potential on ...
We have investigated the energetics and stability of discrete charge distribution on a thin conducti...
We have investigated the minimum-energy distribution of N, 3 ≤ N ≤ 97, equal point charges confined ...
Closed-form expressions of the Coulomb electrostatic potential created by a uniformly charged disk a...
The lowest energy configurations for N equal charged particles confined to a thin conducting disc ha...
Our purpose is to study, using a minimization method, the behavior of N electrical charges placed on...
We consider isotropic static distributions of a given electric charge in a sphere and show that the ...
We study the minimum energy equilibrium configurations of a classical two-dimensional system of poin...
We calculate exactly the electrostatic interaction energy between two coaxial parallel uniformly cha...
Supplemental material of the paper "Thomson problem in the disk". It contains the minimum energy con...
We consider a uniformly charged circular disk containing elementary charges that interact with an an...
The electrostatic properties of uniformly charged regular bodies are prominently discussed on colleg...
The equilibrium surface charge density of a charged disk is strikingly different from that of a unif...
This paper deals with approximating an upper bound for the number of equilibrium points of a potenti...
The method of images is used to study the charge distribution for cases where Coulomb’s law de-viate...
The minimum energy configurations of N equal point charges interacting via the Coulomb potential on ...
We have investigated the energetics and stability of discrete charge distribution on a thin conducti...
We have investigated the minimum-energy distribution of N, 3 ≤ N ≤ 97, equal point charges confined ...
Closed-form expressions of the Coulomb electrostatic potential created by a uniformly charged disk a...
The lowest energy configurations for N equal charged particles confined to a thin conducting disc ha...
Our purpose is to study, using a minimization method, the behavior of N electrical charges placed on...
We consider isotropic static distributions of a given electric charge in a sphere and show that the ...
We study the minimum energy equilibrium configurations of a classical two-dimensional system of poin...
We calculate exactly the electrostatic interaction energy between two coaxial parallel uniformly cha...
Supplemental material of the paper "Thomson problem in the disk". It contains the minimum energy con...
We consider a uniformly charged circular disk containing elementary charges that interact with an an...
The electrostatic properties of uniformly charged regular bodies are prominently discussed on colleg...
The equilibrium surface charge density of a charged disk is strikingly different from that of a unif...
This paper deals with approximating an upper bound for the number of equilibrium points of a potenti...
The method of images is used to study the charge distribution for cases where Coulomb’s law de-viate...
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