Given an electric potential of 1 q V= 4 πεο Γ find its corresponding electric field vector. Sol. Using the concept of potential gradient, we have È = - V Since we only have, radial direction (r). Then, the del-operator will be By substitution, we get Ê = -7 ar Evaluating the differential, we, get the following È = *(q/ 4πεο

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Given an electric potential of
1 q
V=
4 πεο Γ
find its corresponding electric field vector.
Sol.
Using the concept of potential gradient, we have
È = - V
Since we only have, radial direction (r). Then, the del-operator will be
By substitution, we get
È = - î-
ar
Evaluating the differential, we, get the following
1
=-
*(q/
4πεο
Transcribed Image Text:Given an electric potential of 1 q V= 4 πεο Γ find its corresponding electric field vector. Sol. Using the concept of potential gradient, we have È = - V Since we only have, radial direction (r). Then, the del-operator will be By substitution, we get È = - î- ar Evaluating the differential, we, get the following 1 =- *(q/ 4πεο
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