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Abstract: A computer experiment for a driven gravitational pendulum is presented. It is shown linear and nonlinear and chaotic behaviour. (Update)
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BibTeX entry: (Update)
@misc{ grosu-from,
author = "Ioan Grosu",
title = "From Linear to Nonlinear and Chaotic Systems",
url = "citeseer.ist.psu.edu/grosu00from.html" }
Citations (may not include all citations):12 Chaotic dynamics: an introduction (context) - Baker, Gollub - 1990
3 From Chaos to Order: Methodologies (context) - Chen, Dong - 1998
3 Handbook of Chaos Control (context) - Schuster - 1998
2 CHAOS A Program Collection for the PC (context) - Korsch, Jodl - 1994
2 Controlling Chaos and Bifurcations in Engineering Systems (context) - Chen - 1999
1 An Open-Plus-Closed-Loop(OPCL) Control of Complex Systems (context) - Jackson, Grosu - 1995
1 Ideal teaching and learning: experiment, computer experiment.. (context) - Grosu, Topoliceanu - 1996
1 Robust Synchronization (context) - Grosu - 1997
1 Simple Apparatus for Obtaining Parametric Resonance (context) - Grosu, Ursu - 1982
1 Berkley Physics Course (context) - Kittel - 1973
1 Linear and Nonlinear Oscillations: An Experiment for Student.. (context) - Grosu, Ursu - 1986
1 Mechanical Resonance of a Plastic Strip (context) - Ayers - 1981
1 Resource Letter:ND-1 Nonlinear Dynamics (context) - Hilborn, Tufillaro - 1997
1 Some Remarks Concerning the Increasing off Didactic Efficien.. (context) - Grosu, Baltag - 1993
1 A Comparison of Commercial Chaotic Pendulums (context) - Blackburn, Baker - 1998
[Article contains additional citations not shown here]
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