

Internet
Resources for the Pendulum
- The
Nonlinear Pendulum in Phase Space
Daniel P. Lathrop, Dept. of Physics, Univ. of Maryland,
College Park, MD
- Ordinary
Differential Equations ... The Pendulum
Craig Savage, Physics Dept., Australian National University,
Acton, ACT, Australia
- The
damped, periodically driven, pendulum
Richard Fitzpatrick, Dept. of Physics, Univ. of Texas, Austin,
TX
- The
Simple Pendulum ... The Real (Nonlinear)
Pendulum
Daniel A. Russell, Applied Physics, Kettering University, Flint,
MI
- The
Realistic Pendulum
Rubin H. Landau, Physics Dept., Oregon State University,
Corvallis, OR
- The
Virtual Chaotic Pendulum
Rubin H. Landau, Physics Dept., Oregon State University,
Corvallis, OR
- Pendulum
Lab
Franz-Josef Elmer, Institut für Physik, University of Basel,
Switzerland
- Non-LinearOscillators,
the Simple Pendulum
Blair Fraser, Math. Dept., University of Western Ontario, London,
Ontario, Canada
- Chaos
on the Web, The Pendulum - Demonstrations
Michael Cross, Physics Dept., California Institute of Technology,
Pasadena, CA
- The
Simple Pendulum
Physics Dept., University of Winnipeg,
Canada
- The
damped pendulum with torque
Hinke Osinga, Dept. of Engineering Mathematics, University of
Bristol, U. K.
- The
parametrically forced damped pendulum
Hinke Osinga, Dept. of Engineering Mathematics, University of
Bristol, U. K.
- Galileo's
Pendulum Experiments
Michael Morgan, Rice University, Houston,
Texas
- Nonlinear
Pendulum Demo
The Dynamical Systems and Technology Project at Boston University,
MA
- Pendulum
Java applet
Department of Physics, National Taiwan Normal University, Taipei,
R.O.C.
- The
Damped Nonlinear Pendulum applet
Joel Feldman, Math. Dept., Univ. of British Columbia, Vancouver,
BC, Canada
- Pendulum
applet
Physics Dept., Davidson College, Davidson,
NC
- Double
pendulum simulation applet
Matthew Kwan, Computer Science Dept., University of Melbourne,
Australia
(c) John
H. Mathews 2003