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Ask experts Expert Question: wud the field lines emerging frm a finite uniform line of charge( like a thin rod) b perpendicul
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saxam (14)

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wud the field lines emerging frm a finite uniform line of charge( like a thin rod) b perpendicular to it??if so then a detailed explanation of the logic bhind it is required.

also,to prove tht estatic forces can not keep a body in stable equilibrium,we say tht if we assume tht estatic forces can keep a charge in equilibrium, then this shud mean tht field lines shud enter a + charge nd leave a - charge. did not understand logic behind it....plz xplain the Concept Properly.

    

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saxam (14)

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hellooo, wot kind of a site is this?? even the experts don't answer questions ...i hope i ll get my nickels back

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saxam (14)

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NO ANSWER????????????any experts ou there??

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νιѕнαℓ (203)

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For the first part, I think they will be always perpendicular as the electric field lines form a cylindrical symmetry around a thin finite long rod. And its always in the perpendicular axis of the rod
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Anubhav (173)

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THE electric field lines will be like this

 

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hero (10)

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I support the answer of ANUBHAV
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edison (8935)

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This is essential for conductor to be in equilibrium

 

Conductor at Equilibrium

 

For a conductor at equilibrium:

1. The net electric charge of a conductor resides entirely on its surface. (The mutual repulsion of like charges from Coulomb's Law demands that the charges be as far apart as possible, hence on the surface of the conductor.)

2. The electric field inside the conductor is zero. (Any net electric field in the conductor would cause charge to move since it is abundant and mobile. This violates the condition of equilibrium: net force = 0.)

3. The external electric field at the surface of the conductor is perpendicular to that surface. (If there were a field component parallel to the surface, it would cause mobile charge to move along the surface, in violation of the assumption of equilibrium.)


A paradox is an argument that starts with apparently acceptable assumptions and leads by apparently valid deductions to an apparent contradiction. Since logic admits no contradictions, either the apparently acceptable assumptions are not acceptable, or the apparently valid
deductions are not valid, or the apparent contradiction is not a contradiction. A paradox moves us to reexamine the argument until we find out what is wrong.
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