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In this short note we present the approximate construction of closed Poncelet configurations using the simulation of a mathematical pendulum. Although the idea goes back to the work of Jacobi ([17]), only the use of modern computer technologies assures the success of the construction. We present also some remarks on using such problems in project based university courses and we present a Matlab program able to produce animated Poncelet configurations with given period. In the same spirit we construct Steiner configurations and we give a few teaching oriented remarks on the Poncelet grid theorem.
Erziehung, Schul- und Bildungswesen, Applied mathematics, Fachdidaktik/mathematisch-naturwissenschaftliche Fächer, Euklidische Geometrie, Education, Angewandte Mathematik, Computer-based information system, Hochschulforschung und Hochschuldidaktik, Computersimulation, ddc: ddc:370
Erziehung, Schul- und Bildungswesen, Applied mathematics, Fachdidaktik/mathematisch-naturwissenschaftliche Fächer, Euklidische Geometrie, Education, Angewandte Mathematik, Computer-based information system, Hochschulforschung und Hochschuldidaktik, Computersimulation, ddc: ddc:370
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