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National Central University Department of Mathematics. Numerical ElectroMagnetics & Semiconductor Industrial Applications. Ke -Ying Su Ph.D. 03. Electrostatic Fields. I. Operator Formulation. II. Charged Conducting Plate. Homework 1.
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National Central University Department of Mathematics Numerical ElectroMagnetics& Semiconductor Industrial Applications Ke-Ying Su Ph.D. 03. Electrostatic Fields
Homework 1 1. Write a program, and use the formulation in page 11 to calculate the capacitance of a unit square conducting plate (1m x 1m) in free-space. Verify your result with the Galerkin’s solution in TABLE I, page 12. 2. Use this program to calculate the charge distribution of a arbitrary shape conducting plate in free-space, and draw the charge distribution.