Title :
A geometrical method for finding the image charges for two orthogonally conducting spheres
Author :
Micu, Tudor ; Micu, Dan ; Stet, Denisa
Author_Institution :
Paris-Diderot Univ., Paris, France
Abstract :
The image charges for a given charge distribution in the presence of two orthogonally conducting spheres is found with a pure geometrical method. The paper starts with an original solution of the classical problem of image charges for an electric point charge in a presence of a conducting sphere. The result is applied for the two orthogonally conducting spheres in all the possible situations: spheres with zero potential, isolated spheres with and without electrical charges and spheres with imposed potential.
Keywords :
electric charge; image processing; shapes (structures); charge distribution; electric point charge; image charge finding; isolated spheres; pure geometrical method; two orthogonally conducting spheres; zero potential; Dielectrics; Educational institutions; Electric potential; Electronic mail; Electrostatics; Kelvin; Transforms; Electrical charge; Electrical images; Inversion method; Kelvin transform; Orthogonal spheres;
Conference_Titel :
Fundamentals of Electrical Engineering (ISFEE), 2014 International Symposium on
Print_ISBN :
978-1-4799-6820-6
DOI :
10.1109/ISFEE.2014.7050593
