Figure shows a circular area of radius R where a uniform magnetic field $\vec{B}$ is going into the plane of paper and increasing in magnitude at a constant rate. In that case, which of the following graphs, drawn schematically, correctly shows the variation of the induced electric field E(r)?
$B = B _{0} t $ $r >\, R $ $\phi \bar{\varepsilon} \cdot de =\frac{ d \phi}{ dt }$ $\Rightarrow \varepsilon(2 \pi r )= B \pi r ^{2}$ $e \propto r$ $r >\, R$ $\varepsilon(2 \pi r )= B \pi R ^{2}$ $\varepsilon \propto \frac{1}{r}$
Electromagnetic Induction is a current produced by the voltage production due to a changing magnetic field. This happens in one of the two conditions:-
When we place the conductor in a changing magnetic field.
When the conductor constantly moves in a stationary field.