Unformatted text preview: the lecture notes, and its application to the problem shown in Fig. 2.10. Complete the problem’s solution by calculating the distribution of the surface charge of the conducting semiplanes. Can you calculate the mutual capacitance of the planes (per unit length)? Problem O.5 . Calculate the potential energy of a point charge placed in the center of a spherical cavity which was cut inside a grounded conductor. Problem O.6 . A conducting plane located at z = 0 is separated into two parts with a very narrow, straight cut along axis y , and voltage V is fixed between the resulting halfplanes, as shown in Fig. below. Use the Green’s function method to find the distribution of the electrostatic potential in all the space, and the electric field on the symmetry plane ( x = 0). Looking at the result, could be the problem solved in a simpler way? d x z 2 / V 2 / V...
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 Fall '08
 Stephens,P
 Charge, Electrostatics, Magnetic Field, Electric charge, Optional Problems Set, straight parallel filaments

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