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Video lectures - lecture 5 - equipotential surfaces
(MIT OpenCourseWare – Massachussetts Institute of Technology, 2016)
Video lectures - lecture 5 - equipotential surfaces
(MIT OpenCourseWare – Massachussetts Institute of Technology, 2011)
Fractal properties of equipotentials close to a rough conducting surface
(Journal of Physics: Condensed Matter, 1999)
The Koch curve is used in the problem of evaluating and characterizing the electric
equipotential lines in the infinite semi-space limited by a rough conducting one-dimensional surface.
The solution of Laplace’s equation ...
Video lectures - lecture 4 - electrostatic potential
(MIT OpenCourseWare – Massachussetts Institute of Technology, 2011)
Video lectures - lecture 4 - electrostatic potential
(MIT OpenCourseWare – Massachussetts Institute of Technology, 2016)
Determination of the fractal dimension of equipotential surfaces in a region confined by rough conductors
(Elsevier, 2004)
We consider a region bounded by two conductors held to a constant voltage bias, one of them with an irregular rough shape andthe other being a 6at one. The irregular pro$le can be either a curve with a formation rule or ...
Roughness of equipotential lines due to a self-affine boundary
(2006)
In this work, the characterization of the roughness of a set of equipotential lines {\ell } , due to a rough surface held at a nonzero voltage bias, is investigated. The roughness of the equipotential lines reflects the ...
Fractal properties of equipotentials close to a rough conducting surface
(Journal of Physics: Condensed Matter, 1999)