How does the method of image charges work between two conducting surfaces?

AI Thread Summary
The method of image charges involves reflecting charges across conducting surfaces to simplify electrostatic problems. When a real charge is positioned between two conducting plates, the method requires mirroring the charge across both surfaces, creating an infinite series of imaginary charges. Each reflection generates an additional imaginary charge, effectively modeling the influence of the conducting plates. This iterative process helps in calculating the electric field and potential in the region between the plates. Understanding this method is crucial for solving complex electrostatic configurations.
dimensionless
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I'm reading about the method of image charges at

http://en.wikipedia.org/wiki/Method_of_image_charges

The page describes a charge located above a single conducting surface. What happens if the charge is between two conducting surfaces? Does the bottom plate, along with the imaginary charge get reflected across the plate above the real charge? I've typed a simple diagram below.


(+) imaginary charge

------------ imaginary plate

(-) imaginary charge

========== real plate

(+) real charge

========== real plate

(-) imaginary charge

------------ imaginary plate

(+) imaginary charge
 
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dimensionless said:
Does the bottom plate, along with the imaginary charge get reflected across the plate above the real charge?
Yes. In short, you can do the mirroring in steps. This will ultimately lead to an infinite chain of charges as described in your post.
 
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