2010The Proceedings of the Dynamics & Design ConferenceOpen access

229 Dynamic Behavior of Driving Belt System with Period is Stiffness

Shinichi Watanabe, Atsushi Higeta, Katsutoshi YOSHIDA

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Abstract

This paper studies dynamic behavior of driving belt system with periodic stiffness. we make a motion equation by the Lagrange equation. It is numerically shown the bifurcation diagram and the resonance diagram. we show the period-doubling bifurcation by the bifurcation diagram, and its trajectory.

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What this paper is about

This paper studies dynamic behavior of driving belt system with periodic stiffness. we make a motion equation by the Lagrange equation. It is numerically shown the bifurcation diagram and the resonance diagram. we show the period-doubling bifurcation by the bifurcation diagram, and its trajectory.

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Available abstract

This paper studies dynamic behavior of driving belt system with periodic stiffness. we make a motion equation by the Lagrange equation. It is numerically shown the bifurcation diagram and the resonance diagram. we show the period-doubling bifurcation by the bifurcation diagram, and its trajectory.

Key concepts: Bifurcation diagram, Bifurcation, Period-doubling bifurcation, Diagram, Stiffness, Trajectory, Period (music), Saddle-node bifurcation

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