Need some help with this homework -- Conducting Spheres and Charge

AI Thread Summary
The discussion focuses on two problems related to electromagnetism homework. The first problem involves calculating the electric potential inside a spherical bubble within a charged copper sphere and questions whether the result changes if the bubble is not spherical. The second problem asks for an explanation of monochromatic plane waves, including their direction of propagation, velocity, wavelength, and polarization. A participant suggests using Gauss's law to find the electric field inside the bubble, expressing uncertainty about the next steps. The conversation emphasizes the need for clarity in applying electromagnetic principles to solve the problems effectively.
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Hi, I need some help with this homework from my Electromagnetism course. I hope this is the correct place to post this. (Please excuse any potential english mistake I made trying to translate this).

Problem 1:
Copper (conductor) sphere of radious R with an spheric bubble inside placed at distance c from the center, with radius b. The metalic sphere has charge Q.

1.-Find the electric potential inside the bubble
2.-Is the result modified if the bubble is not a sphere?

Problem 2:

1.-Explain what a monochromatic plane wave is, identify the dirction of propagation, the velocity of propagation, wave length and polarization.

2.- In the case of plane electromagnetic waves, probe E and B fields are perpendicular between each other. and perpendicular to the direction of propagation.

 
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Let's try problem #1 - what have your tried so far?
 
I will try to use this math symbols the best I can (first time using them on a post :) ). I might be wrong, but what I think is that I should have the charge Q distributed in both surfaces so I have the denisty of charge ρ= Q/ (4πR^2+4πb^2). Then I can use Gauss and have the electric field inside the bubble? ρ / ∈0. After that I'm completley lost.
 
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