per persson
- 25
- 1
- Homework Statement
- The potential of the hemisphere is just added to the potential inside the sphere and im wondering when it is possible to do this.
- Relevant Equations
- More conceptual.
The sphere with charge Q is of metall and the question is what its potential is . a and b I've already solved but c is difficult conceptually. The answer is down below but I don't understand it.
Here is the solution of c:
So the contribution of the potential of the hemisphere is simply added to the potential that is given in b. But this must mean the potential caused by the hemisphere must be equal everywhere inside the metallic sphere. Is this the case? And what if we replace the hemisphere with a point charge, lets say with charge -Q with distance 3a from the origin. Then you can't just add the potential of charge to the potential inside the metallic sphere since the potential of the charge will be different inside the metallic sphere.
So generally when can I add potential to a point and say its the same for the whole area?
Here is the solution of c:
So the contribution of the potential of the hemisphere is simply added to the potential that is given in b. But this must mean the potential caused by the hemisphere must be equal everywhere inside the metallic sphere. Is this the case? And what if we replace the hemisphere with a point charge, lets say with charge -Q with distance 3a from the origin. Then you can't just add the potential of charge to the potential inside the metallic sphere since the potential of the charge will be different inside the metallic sphere.
So generally when can I add potential to a point and say its the same for the whole area?
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