A slab of insulating material has thickness 2d and is oriented so its faces are parallel to the yz-plane and given by the planes x = d and x = -d. The y and z dimensions of the slab are very large compared to d so the slab can be considered as extending to infinity in these directions. The slab has uniform volume charge density p a) Explain why the electric field due to the slab is 0 at the centre of the slab (x = 0). b) Find the electric field due to the slab (magnitude and direction) at all point in space.
A slab of insulating material has thickness 2d and is oriented so its faces are parallel to the yz-plane and given by the planes x = d and x = -d. The y and z dimensions of the slab are very large compared to d so the slab can be considered as extending to infinity in these directions. The slab has uniform volume charge density p a) Explain why the electric field due to the slab is 0 at the centre of the slab (x = 0). b) Find the electric field due to the slab (magnitude and direction) at all point in space.
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
Transcribed Image Text:A slab of insulating material has thickness 2d and is oriented so its faces are parallel to the
-d. The y and z dimensions of the slab are very large compared
d and x
yz-plane and given by the planes x
to d so the slab can be considered as extending to infinity in these directions. The slab has uniform volume charge
density p
a) Explain why the electric field due to the slab is 0 at the centre of the slab (x = 0).
b) Find the electric field due to the slab (magnitude and direction) at all point in space.
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