University of Arizona Department of Mathematics Wiley+ D2L

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Download the Free Player Laplace transforms Partial Differential Equations Ordinary Differential Equations Fourier Series Orthogonality Linear Algebra Complex Variables MATH 322 - MATHEMATICA-GUIs Mathematica is a powerful software that allows for symbolic, numerical, and graphical manipulations. On this page you will find both links to existing Graphic User Interfaces part of the Demonstration Project on the Wolfram website and new original notebooks created pecifically for the course of Engineering Mathematics at the University of Arizona. Mathematica notebooks can be played for free on your computer by downloading the free Mathematica Player. If you want to run or edit our local notebooks you will need to obtain a full version of Mathematica 6. Some of the local notebooks have been submitted to Mathematica, once they are published on their site, they will be accessible to you and other users. Laplace transform Oscillator with Impulse (written by M. Robertson-Tessi) Partial Differential Equations Vibrating String (written by A. Goriely and M. Robertson-Tessi) Rectangular Membrane Ordinary Differential Equations Dampd-driven harmonic oscillator (written by M. Robertson-Tessi) Fourier Series Wolfram Demonstration Project Fourier series of simple functions (Written by A. Goriely) Local Notebook (you need the full version) Even and Odd extensions of simple functions (Written by M. Robertson-Tessi and A. Goriely) Spring-Dashpot-Forced Oscillator (Wriiten by M. Robertson-Tessi) Orthogonality between functions Wolfram Demonstration Project Weighted inner products between functions (Written by A. Goriely) Linear Algebra Wolfram Demonstration Project Eigenvectors in 2D Matrix transformation Complex variables Wolfram Demonstration Project Addition of complex numbers Multiplication of complex numbers Local notebooks Visualizing complex functions: Written by A. Goriely, This notebook allows you to plot the real, imaginary, and absolute value parts of simple complex functions. You can also resize the real and imaginary intervals and rotate the graph in 3D. This version should run with the Free Player. It has now been published by Mathematica.
Copyright 2007 Alain Goriely, based on Joceline Lega's web page.

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