Not having a good understanding of Gauss's Law

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Gauss's Law can be confusing, particularly regarding cylindrical symmetry and the calculation of electric fields (E) from Gaussian surfaces. When dealing with two parallel plates, the electric field is primarily contained between them, leading to a unidirectional flux from each plate. In contrast, a single plate has an electric field that is equal on both sides, resulting in a split of the flux. Understanding when to consider contributions from both ends of the Gaussian surface depends on the symmetry and configuration of the charge distribution. Clarifying these concepts can enhance comprehension of Gauss's Law and its applications.
member 392791
Hello,

So I had been studying Gauss's Law yesterday, and I still don't feel like I have an excellent grasp of it. I wonder, why is it when there is cylindrical symmetry, sometimes it seems you need to calculate the E coming from both ends of the gaussian surface, but other times only out of one. How do I know when to use which?


Also, my mind is still blown how you can just take a little chunk of an infinite surface and still calculate its electric field, it feels like I'm still not convinced, even though I know it must be true, I haven't wrapped my head around it. Can anyone maybe attempt to help me understand?
 
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Woopydalan said:
..., sometimes it seems you need to calculate the E coming from both ends of the gaussian surface, but other times only out of one. How do I know when to use which?
If you have two parallel plates i.e. a capacitor, nearly the entire field is in between the plates and outside the field is practically 0. That means when you calculate the flux of one of the plates it leaves the plate in only one direction. However if there is only one plate the field is equally strong on both sides and so the flux "splits". Half the flux leaves the plate on one side and the other half leaves it on the other side.
 
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