Authors: MUGUR B. Răuţ
By using an unexpected approach it results a general form for the electric field lines equation. It is a general formula, a derivative-integral equation structured as a multi-pole expansion series. By solving this equation we can find the electric field lines expressions for any type of an axially symmetric multi-pole continuous electric charge distributions we interested in, without the need to take again the calculus from the beginning for each case particularly, for instance as in discrete charge distribution case.
Comments: 5 Pages.
[v1] 2016-10-17 21:51:08
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