- #1
dg
I have never seen an explicit formula to describe the relation between charge density and geometry (e.g. local curvatures) of the surface of a conductor.
We all know that charge tends to accumulate at edges (high curvature) but can we be more quantitative?
Hope someone else will find this a little intriguing...
Dario
No new theory please just regular old-fashioned electrostatics and (possibly differential) geometry
We all know that charge tends to accumulate at edges (high curvature) but can we be more quantitative?
Hope someone else will find this a little intriguing...
Dario
No new theory please just regular old-fashioned electrostatics and (possibly differential) geometry