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JRN
JRN
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You might find The Billiards SimulationThe Billiards Simulation useful. It seems to be a student project aimed at helping people visualize a chaotic dynamical system.

This is not an exact answer to your question. The program described at http://serendip.brynmawr.edu/chaos/doc.htmlhttps://serendipstudio.org/chaos/doc.html handles regular polygons, circles, ellipses, and "stadiums" (half-circles joined by straight lines), and not arbitrary plane polygons which you are looking for. You might want to contact the authors for additional information.

You might find The Billiards Simulation useful. It seems to be a student project aimed at helping people visualize a chaotic dynamical system.

This is not an exact answer to your question. The program described at http://serendip.brynmawr.edu/chaos/doc.html handles regular polygons, circles, ellipses, and "stadiums" (half-circles joined by straight lines), and not arbitrary plane polygons which you are looking for. You might want to contact the authors for additional information.

You might find The Billiards Simulation useful. It seems to be a student project aimed at helping people visualize a chaotic dynamical system.

This is not an exact answer to your question. The program described at https://serendipstudio.org/chaos/doc.html handles regular polygons, circles, ellipses, and "stadiums" (half-circles joined by straight lines), and not arbitrary plane polygons which you are looking for. You might want to contact the authors for additional information.

Source Link
JRN
JRN
  • 1.3k
  • 4
  • 22
  • 45

You might find The Billiards Simulation useful. It seems to be a student project aimed at helping people visualize a chaotic dynamical system.

This is not an exact answer to your question. The program described at http://serendip.brynmawr.edu/chaos/doc.html handles regular polygons, circles, ellipses, and "stadiums" (half-circles joined by straight lines), and not arbitrary plane polygons which you are looking for. You might want to contact the authors for additional information.