formula_sheet

formula_sheet - E-Field ( ) ( ) sin r A r = r Potential for...

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School of Electrical and Computer Engineering, Cornell University 1 ECE 303: Electromagnetic Fields and Waves Fall 2006 Solutions of Laplace’s Equation for ECE303 Spherical Coordinate System Cylindrical Coordinate System () A r = r φ Constant potential ( ) A r = r Constant potential () r A r = r Spherically symmetric potential ( ) ( ) r A r ln = r Cylindrically symmetric potential () ( ) θ cos r A r = r Potential for uniform z-directed E-Field ( ) ( ) cos r A r = r Potential for uniform x-directed
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Unformatted text preview: E-Field ( ) ( ) sin r A r = r Potential for uniform y-directed E-Field ( ) ( ) 2 cos r A r = r Potential for point-charge-dipole-like solution oriented along the z-axis ( ) ( ) r A r cos = r Potential for line-charge-dipole-like solution oriented along the x-axis ( ) ( ) r A r sin = r Potential for line-charge-dipole-like solution oriented along the y-axis...
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This note was uploaded on 09/14/2007 for the course ECE 3030 taught by Professor Rana during the Fall '06 term at Cornell.

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formula_sheet - E-Field ( ) ( ) sin r A r = r Potential for...

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