L27.1 Separation of variables - Cartesian coordinates - Example 3.4 P-I

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Example 3.4
Two infinitely long grounded metal plates, again at y = 0 and y = a, are connected at x = ±b by metal strips maintained at a constant potential Vo, as shown in Fig. 3.20 (a thin layer of insulation at each comer prevents them from shorting out). Find the potential inside the resulting rectangular pipe.
In this video, we solve Example 3.4 from the renowned textbook 'Introduction to Electrodynamics' by David J. Griffiths. The example explores the electrostatics problem of two infinitely long grounded metal plates, separated by a distance 'a' and connected by metal strips at a distance 'b' from the corners, maintained at a constant potential Vo. Through a step-by-step explanation, we demonstrate how to calculate the potential inside the resulting rectangular pipe formed by the plates. Join us as we unravel the intricacies of this fascinating problem in electromagnetism.
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"Griffiths Electrodynamics Example 3.4"
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"Potential calculation example"
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