SM311O page

policy statement
syllabus (see handout or Prof Reza Malek-Madani's page)
a Maple worksheet (in html) to solve a 2nd order constant coefficient ODE and plot the solution
a Maple worksheet (in html) to solve a spring problem and plot the solution
a Maple worksheet (in html) giving hints on some of the problems in the first homework set
a Maple worksheet (in html) for Computer Assignment 1
a Maple worksheet (in html) for plotting phase portraits
a Maple worksheet (in html) for phase portraits of a multicompartment mixing problem
a Maple worksheet (in html) for the Lotka-Volterra population model
a Maple worksheet (in html) for Fourier series, cosine series, and sine series
a Maple worksheet (in html) for the heat equation with zero ends
a Maple worksheet (in html) for the 1-dimensional wave equation with fixed ends
a Maple worksheet (in html) giving hints on some of the problems in the "week 6" homework set
a Maple worksheet (in html) giving hints on some of the problems in the "week 7" homework set
Incompressible and irrotational velocity fields: a Maple worksheet (in html) which will
1. compute the velocity potential of an irrotational fluid and graph its contour plot,
2. compute the stream function of an incompressible fluid and graph its contour plot,
3. plot the field plot of the velocity field of a fluid then solve the corresponding system of ODEs to determine the motion of a fluid particle,
4. compute the circulation of an irrotational fluid about a particular closed curve (which is zero).
To run some of the commands in this worksheet you will need Joe Riel's package pathint.
a Maple worksheet (in html) giving hints on some of the problems in the "week 9" homework set
a Maple worksheet (in html) giving hints on some of the problems in the "week 10" homework set
a Maple worksheet (in html) giving an example of a flux over closed surface and an example of Stokes' theorem
Hints on the homework problems in the "week 11" homework set.

Last updated 4-20-98, wdj