why is it necessary that field lines from a point charge is the vicinity of a conductor must be normal to the conductor at every point.
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Because if they are not normal to the conductor then it means that there is a component of them in the horizontal and vertical direction which is not true in this case..
Hope it helps..
Hope it helps..
RK242:
Thank you
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Because the surface of a conductor [in Fig 3.23.2] is necessarily a surface of constant potential, the electric field, which is −∇φ−∇φ, must be perpendicular to the surface at every point on the surface
I have omitted the picture because it is not relevant.
What is the reasoning?
I understand that the potential, φφ, is a continuous function, and since E=0E=0 inside the conductor and since E=−∇φE=−∇φ I get that φ=0φ=0 inside and on the surface (from continuity) of the conductor.
However, I don't understand the reason the book gives for explaining why the field is perpendicular to every point on the surface.....
hope it will help...
I have omitted the picture because it is not relevant.
What is the reasoning?
I understand that the potential, φφ, is a continuous function, and since E=0E=0 inside the conductor and since E=−∇φE=−∇φ I get that φ=0φ=0 inside and on the surface (from continuity) of the conductor.
However, I don't understand the reason the book gives for explaining why the field is perpendicular to every point on the surface.....
hope it will help...
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