College of Liberal Arts & Sciences
12A10.10 - Chaos and Poincare'
- Peter Millet, James Schreve, and Peter Coxeter, "Phase-Space Orbits and the Ping-Pong Ball Impact Oscillator", TPT, Vol. 44, #2, Feb. 2006, p. 92.
- Donald H. Esbenslade, Jr., "Computer-Specific Initial Conditions and Chaos", TPT, Vol. 32, #1, Jan. 1994, p. 40.
- Max Dresden, "Chaos: A New Scientific Paradigm - or Science by Public Relations?", Part II, TPT, Vol. 30, #2, Feb. 1992, p. 74.
- Max Dresden, "Chaos: A New Scientific Paradigm - or Science by Public Relations?", Part I, TPT, Vol. 30, #1, Jan. 1992, p. 10.
- Todd Timberlake, "A Computational Approach to Teaching Conservative Chaos", AJP, Vol. 72, # 8, Aug. 2004, p. 1002.
- Robert DeSerio, "Synchronous Analog I/O for Acquisition of Chaotic Data in Periodically Driven Systems", AJP, Vol. 72, #4, Apr. 2004, p. 553.
- Robert DeSerio, "Chaotic Pendulum: The Complete Attractor", AJP, Vol. 71, #3, Mar. 2003, p. 250.
- Randall D. Peters, "Chaotic Pendulum Based on Torsion and Gravity in Opposition", AJP, Vol. 63, #12, Dec. 1995, p. 1128.
- Tim Palmer, "The Real Butterfly Effect and Maggoty Apples", Physics Today, Vol. 77, #5, May 2024, p. 30.
- Richard J. Fitzgerald, "Chaos Limits Predictability of Hurricane Intensisites", Physics Today, Vol. 69, #7, July 2016, p. 25.
- Adilson E. Motter and David K. Campbell, "Motter and Campbell Reply", Physics Today, Vol. 67, #3, Mar. 2014, p. 10.
- Dima Shepelyansky, "The Feature Article", Physics Today, Vol. 67, #3, Mar. 2014, p. 10.
- David Ruelle, "Early Chaos Theory", Physics Today, Vol. 67, #3, Mar. 2014, p. 9.
- Adilson E. Motter and David K. Campbell, "Chaos at Fifty", Physics Today, Vol. 66, #5, May 2013, p. 27.
- "Back Scatter: Deterministic Chaos and Geomagnetic Reversals", Physics Today, Vol. 65, #9, Sept. 2012, p. 84.
- David D. Nolte, "The Tangled Tale of Phase Space", Physics Today, Vol. 63, #4, Apr. 2010, p. 33.
- A. Douglas Stone, "Einstein's Unknown Insights and the Problem of Quantizing Chaos", Physics Today, Vol. 58, #8, Aug. 2005, p. 37.
- Julien Clinton Sprott, "2.26, Dripping Faucet", Physics Demonstrations - A Sourcebook for Teachers of Physics, p. 133 - 135.
Disclaimer: These demonstrations are provided only for illustrative use by persons affiliated with The University of Iowa and only under the direction of a trained instructor or physicist. The University of Iowa is not responsible for demonstrations performed by those using their own equipment or who choose to use this reference material for their own purpose. The demonstrations included here are within the public domain and can be found in materials contained in libraries, bookstores, and through electronic sources. Performing all or any portion of any of these demonstrations, with or without revisions not depicted here entails inherent risks. These risks include, without limitation, bodily injury (and possibly death), including risks to health that may be temporary or permanent and that may exacerbate a pre-existing medical condition; and property loss or damage. Anyone performing any part of these demonstrations, even with revisions, knowingly and voluntarily assumes all risks associated with them.