Electric field inside a charged sphere

AI Thread Summary
In a uniformly charged non-conducting spherical shell, there is no electric field inside the sphere due to symmetry, as established by Gauss's law. However, if additional objects are introduced into the setup, they can create an electric field within the sphere. The discussion emphasizes that without symmetry, such as in non-symmetrical shells, the electric field inside is not guaranteed to be zero. The key takeaway is that symmetry plays a crucial role in determining the presence of an electric field inside the charged shell. Thus, the electric field's behavior is contingent on the configuration of the charge and any surrounding objects.
hokhani
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If we have a uniformly charged spherical shell, supposing that the shell is non-conducting, could we have any electric field inside the sphere? Why?
 
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This looks like homework - and it is clearly a homework-like question. What do you think?

Can there be additional objects in the setup?
 
mfb said:
This looks like homework - and it is clearly a homework-like question. What do you think?

Can there be additional objects in the setup?
I couldn't give any justification that there is no electric filed inside.
 
Good - if there are additional objects in the setup, there can be an electric field.

If there are not, think about symmetry.
 
mfb said:
Good - if there are additional objects in the setup, there can be an electric field.

If there are not, think about symmetry.

There are not additional objects. But according to symmetry, using the Gauss's law, I found only that the inside electric field have to be normal to the surface and no reason for being zero. By symmetry do you mean that the inside electric field by one part of the surface is neutralized by the other so if we don't have symmetry, then the inside electric field is not necessarily zero and some parts of charges can be accumulated on the inside surface?
 
But according to symmetry, using the Gauss's law, I found only that the inside electric field have to be normal to the surface and no reason for being zero.
Try to apply it to a sphere around the center of the object.
 
mfb said:
Try to apply it to a sphere around the center of the object.
Thanks. I think I got it. In the case of spherical shell there is no electric field inside but in the case of non-symmetrical shells there is no reason that inside electric field be necessarily zero. Okay?
 
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