Assume two parallel conducting plates perpendicular to the z axis of Cartesian system. They are separated by “d”. The coordinate center is at the center of the plate system. Each plate is large with and edge length of L. The upper plate has a surface charge density of – sigma and the lower has + sigma. Between the plates oriented along the x axis there is a constant magnetic field B0. I. From the information given about the plate system determine the force on the upper plate exerted by the fields between them. II. What is the linear field momentum density between the plates and the total momentum?
Assume two parallel conducting plates perpendicular to the z axis of Cartesian system. They are separated by “d”. The coordinate center is at the center of the plate system. Each plate is large with and edge length of L. The upper plate has a surface charge density of – sigma and the lower has + sigma. Between the plates oriented along the x axis there is a constant magnetic field B0. I. From the information given about the plate system determine the force on the upper plate exerted by the fields between them. II. What is the linear field momentum density between the plates and the total momentum?
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Assume two parallel conducting plates perpendicular to the z axis of Cartesian system. They are separated by “d”. The coordinate center is at the center of the plate system. Each plate is large with and edge length of L. The upper plate has a surface charge density of – sigma and the lower has + sigma. Between the plates oriented along the x axis there is a constant magnetic field B0.
I. From the information given about the plate system determine the force on the upper plate exerted by the fields between them.
II. What is the linear field momentum density between the plates and the total momentum?
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