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Forced Chaotic Pendulums Realized in ODE Architect and as a Result Transformed into Ideal Limit Cycles

Isaak Kunin, Yurii Kuperin
Last Century discoveries attracted attention to the following problem. The classical continuum mathematics appears to be inadequate for describing new phenomena such as chaos and complexity, media with microstructure and dislocations, space-time quantization, and so on. Some approaches that have been suggested for resolving the problem introduce special mathematical structures , e.g. finite Hilbert spaces, cellular automata, etc.
This presentation reviews the results of a simple method of transformation of chaotic motion represented by a model of forced chaotic pendulum into ideal limit cycles using ODE Architect as a simple computing software
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