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Solution of differential equations via symbolic programming
Authors

Robert C. Pickett
Organization: Physics Department, Bemidji State University
Gordon E. Lindgren
Organization: Physics Department, Bemidji State University
Robert K. Anderson
Organization: Physics Department, Bemidji State University
Old MathSource #

0208-268
Revision date

1995-11-01
Description

This notebook discusses methods of solving the simple pendulum equation. It is the first in a series of notebooks showing how Mathematica can be used to find exact power series solutions (to arbitrary order) of several differential equations.
Subjects

*Mathematica Technology > Programming
*Mathematics > Calculus and Analysis > Differential Equations
*Science > Physics > Mechanics
Keywords

power, series, differential, equations, pendulum, analytic
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README.txt (1.5 KB) - Text file
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PendulumPowerSeries.nb (463.7 KB) - Mathematica Notebook

Files specific to Mathematica 2.2 version:
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PendulumPowerSeries.ma (223.8 KB) - Mathematica Notebook 2.2 or older