maple241w4

Math 241 Maple Demonstrations

These demonstrations are available in both Maple 5 (release 5) and Maple 6 formats. The Maple 6 files have been more recently updated, so you should use them when possible.

Demo #1: Cauchy-Euler differential equations, solving differential equations by power series near ordinary points. (Maple 5 | Maple 6)
Demo #2: Series solutions at regular singular points; Bessel functions. (Maple 5 | Maple 6)
Demo #3: Introduction to and programs for computing Fourier series. (Maple 5 | Maple 6)
Demo #4: Gibb's phenomenon -- illustrations, idea of proof. (Maple 5 | Maple 6)
Demo #5: Solving the one-dimensional wave equation in rectangular coordinates (including animation. (Maple 5 | Maple 6)
Demo #6: The two-dimensional wave equation in rectangular coordinates (including animation). (Maple 5 | Maple 6)
Demo #7: Solving the one-dimensional heat equation via Fourier series...animations of solutions. (Maple 5 | Maple 6)
Demo #8: Laplace transforms, inverse transforms, unit step functions. (Maple 5 | Maple 6)
Demo #9: Complex contour integrals -- calculating them without Cauchy's theorem. (Maple 5 | Maple 6)
Demo #10: Illustrations of complex functions as conformal mappings. (Maple 5 | Maple 6)