Engineering Electromagnetics I

Course No. 0909-301-01/02
Fall 2004, 1st Quarter

Lab Project 2: Numerical Modeling of Electrostatic Phenomena

Report due Wednesday, October 13, 2004

Objective

This project is designed to provide you with techniques to solve electrostatic boundary value problems using numerical techniques. You will use Matlab's Partial Differential Equation Toolbox for computing solutions to Laplace's and Poisson's equations inside arbitrarily shaped 2-D geometries.
This project has three parts. In part 1, you will use the PDE Toolbox to solve a simple boundary value problem for a rectangular geometry. In part 2, you will apply these solution techniques for calculating the fringe fields in a parallel-plate capacitor. In part 3, you will develop electrostatic models of a  n-channel enhancement-mode MOSFET under various operating conditions.

Part 1


Figure 1: Electrostatic boundary value problem for Part 1.

Part 2: Parallel-plate Capacitor

Part 3: Fields inside a MOSFET

The lab project report must be in the usual format .
 
 
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