A potential field in free space is expressed as V = 20/(xyz)V. (a) Find the total energy

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A potential field in free space is expressed as V = 20/(xyz)V.

(a) Find the total energy stored within the cube 1 < x, y, z < 2.

(b) What value would be obtained by assuming a uniform energy density equal to the value at the center of the cube?

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Engineering Electromagnetics

ISBN: 978-0073380667

8th edition

Authors: William H. Hayt, John A.Buck

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Question Posted: Sep 08, 2018 01:19 PM

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A potential field in free space is expressed as V = 20/(xyz)V. (a) Find the total energy

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a We integrate the energy density over the cube volume wh...View the full answer

Engineering Electromagnetics

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