Gauss law two infinite plane question

AI Thread Summary
The discussion focuses on applying Gauss's Law to two infinite planes, emphasizing the symmetry that allows for uniform electric flux from each plane. It clarifies that the electric field produced by a single infinite plane is (1/2ε) σ directed away from the plane. When considering two planes, the principle of superposition can be used to combine their electric fields. The presence of a negatively charged plane on one side may influence the overall field distribution, but the symmetry still holds. Understanding these principles is crucial for solving problems involving multiple infinite planes.
Clara Chung
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Homework Statement


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The Attempt at a Solution


How do you know the left plate (or the right plane) produces a field (1/2ε) σ to the left and right? How do you apply Gauss Law? For one infinite plane, we can use Gauss law because of symmetry, so we can assume the electric flux coming out from right or left of the plane are equal and uniform. In this case, how do we use the result of a single infinite plane? It should be possible that more field lines are coming out from the plane to the right hand side because a negatively charge plane is placed on the right.
 

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Clara Chung said:
How do you know the left plate (or the right plane) produces a field (1/2ε) σ to the left and right? How do you apply Gauss Law? For one infinite plane, we can use Gauss law because of symmetry, so we can assume the electric flux coming out from right or left of the plane are equal and uniform. In this case, how do we use the result of a single infinite plane? It should be possible that more field lines are coming out from the plane to the right hand side because a negatively charge plane is placed on the right.
You can use Gauss' Law for a single infinite plane to obtain the quoted field. Then just use superposition to combine the fields from multiple planes.
 
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