The plane z = 0 is grounded except for an finite area S 0 which is held
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The plane z = 0 is grounded except for an finite area S0 which is held at potential ϕ0. Show that the electrostatic potential away from the plane is
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p(x, y, z) = Polz| 2π So d²r' r-r'³*
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By symmetry px y z yx y 2 Therefore we restrict our attention to the z 0 halfspace where 2 There is ...View the full answer
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