Question about this situation with two point charges +Q and -Q

AI Thread Summary
The discussion centers on the net electric force experienced by a charge +Q when a charge -Q is placed a distance x away, with a neutral metal rod positioned between them. The initial assertion is that the net force would remain equal in both scenarios, but this is challenged by the role of the neutral rod. It is noted that the rod, being a conductor, will experience charge separation, with positive charges attracted to -Q and negative charges attracted to +Q. This non-uniform distribution of charge in the rod could potentially influence the net force on +Q, suggesting that the presence of the rod alters the electric field between the two charges. The conversation also touches on the thickness of the rod affecting the electric field lines and the resultant force, indicating that the geometry of the rod could play a significant role in the overall interaction.
Theelectricchild
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Would the magnitude of the net electric force on a charge +Q in a case where there is another charge -Q a distance x away from +Q be equal to the force on +Q by -Q in a case where there is a neutral metal rod between them? (and same distance x away from each other)

I would be inclined to say that there would be NO difference, that is, the net force would be equal in both cases, but the question seems deceptively easy--- can i confirm this, and are there special cases when this is not true?

I should note that the problem does not state how the charge is distributed on the neutral rod, that is, if the positive charges are on one side (IE left has the positive and the negative charges are on the right side--- and having an equal amount would make the rod neutral)--- I know metal is a conductor--- would that mean that the charge is distributed uniformly even in a neutral state?

I am quite new to electricity in general so please ask for clarification if something didnt make sense!

Thanks for your help!
 
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use coulomb's law

use coulomb's law and just replace the dielectric constant!
 
Hi thanks for your response, but could you please explain that a bit? Replace it with what?

Heres my reasoning now that I've thought it over a bit longer:

Wont the negative charge that is in the metal rod wish to "come closer" to the positve Q charge while the positive charge in the metal rod comes closer to the -Q charge? IE the distribution of charge throughout the metal rod is not uniform--- and thus would play a role in showing that the force between Q and -Q would be greater in this case?

Thanks for your help.
 
I just constantly have a gloomy cloud over my head :(
 
oh well thanks for your help anyway
 
As I see it, if you have 1 plus charge and 1 minus charge, you'll have an electric field between them. If you place a metal rod between them, then the plus charges of the rod will be pulled towards the - charge and the negative charges of the rod will go the opposite way. You'll have one end of the rod with + charge and the other with - charges. That will affect the net force on the Q charge

Greetings
Javier
 
Does the metal rod touch the charges?
 
I suspect that the rod charges separate as you say ( meaning electrons will accumualte at one side ), if the rod was a plate ( easiesr to think about) then if it was thin there would be no net field disturbance , but if it was thick then it reduces the effective q1/q2 distance -- field lines must be perpendicular to the plate.
You could graph that by splitting the field q1/q2 down the middle and moving thm apart.Ray
 
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