Lectures for Math 531
- Introduction
(4-Panel) - Maple Commands
(Maple .mw)
Additional Resources
There is a Lab
Manual (MATLAB and Maple) version, which
will continue to be updated over the semester with
detailed information for using MatLab
and Maple on your written assignments.
Matlab:
Maple:
Lecture Note Supplements
Chapter 2: Programming Supplement
A class demonstration of Maple and MatLab is given for the one-dimensional heat equation. Links are provided to computer code for Maple (heat1d (PDF)) and MatLab (heatjm.m) for the Heat Equation in one-dimension.
Chapter 3: Programming Supplement
A class demonstration of a Fourier series is given. A link is provided for a MatLab M-file for this Fourier series.
Chapter 5: Programming Supplement
Finding eigenvalues for boundary conditions of the third kind . A link is provided for a Maple file to show how to numerically find eigenvalues of this transcendental equation.
Chapter 7: Programming Supplement
Visualizing vibrating rectangular membranes, we have a link for a Maple file (rect_memb.mws). Also, solutions to Bessel's differential equation are provided using Maple (bessel.mws) and a hyperlink to Maplesoft and others. Solutions to Legendre's differential equation are provided using Maple (legendre.mws).
Below are some MatLab codes and pictures from PDEs provided by Ricardo Carretero.
Matlab:
Maple:
Lectures:
Heat equation in 1D: heat.m.
PDE integrator in 1D: PDE_integrator.m, wave_plotsurf.m.
Normal modes of wave equation: vibrate.m
Solutions to the linear wave equation: wave_eq.m.
D'Alambert solutions to the linear wave equation: ugauss_utzero.m.
Bessel modes: bessel_modes.m, besselzero.m.
For questions concerning the webpage
contact Joseph
Mahaffy.
|