Which are the null components (in a Cartesian coordinate system) of the Electric field of uniformly charged plane in $x=0$?
I consider the coordinates : $(x,y,z)$
I think that $E_x = 0$, $E_y \ne 0$, $E_z = 0$
Is it correct?
Thanks!
Which are the null components (in a Cartesian coordinate system) of the Electric field of uniformly charged plane in $x=0$?
I consider the coordinates : $(x,y,z)$
I think that $E_x = 0$, $E_y \ne 0$, $E_z = 0$
Is it correct?
Thanks!
Assuming y is perpendicular to the plane, you are correct, by symmetry you cannot have a preferred direction along the plane, so the electric field components must be zero
The plane is an equipotential surface. Since the electric field is the (negative) gradient of the potential, the electric field can have no non-zero component parallel to the surface.