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A set of
Maple lessons on the theory of damped oscillations
and vibrations. The course gives special attention
to non-periodic external forcing functions, and
gives a thorough treatment of phase curves. Appropriate
for upper-level undergraduate physics courses. |
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A Maple course in intermediate
to advanced Newtonian mechanics. Topics include
Newton's laws of motion, balance and conservation
of Energy, rigid bodies, linear momentum and systems
of mass particles. |
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Nine Maple laboratories
providing an introduction to Maple tailored for
physics students. The laboratories cover the mathematics
needed in basic physics courses such as calculus,
linear algebra, differential equations and complex
variables. |
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A set of 35 Maple lessons
for a complete undergraduate course in Ordinary
Differential Equations. Topics include analytic
solutions of 1st order DEs, graphical solutions
and numerical methods for IVPs, Laplace transforms,
and 12 fully developed applications of DEs in science
and engineering. |
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A set of
68 Maple lessons for a year-long undergraduate course
in Complex Analysis or Complex Variables. Topics
include complex numbers, analytic functions, complex
integration, Taylor and Laurent series, conformal
mapping, and Fourier series and the Laplace transform. |
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This set
of 273 Maple classroom lectures covers all the post-calculus
mathematics needed by undergraduate engineering
students. |
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Datasheet
