Theoretical and Experimental Investigation of the Parametrically Excited Pendulum Systems

International Scientific Practical Conference "The Role and Opportunities of Youth in the Development of Engineering Sciences": Proceedings 2011
Aleksejs Klokovs, Mihails Zakrževskis

Dynamically stable periodic solutions of a parametrically excited pendulum provide a unique opportunity for its application in engineering, e.g. periodic rotations can be used for generating a uniform rotation from bounded excitation. The main task of this paper is to study the dynamics of a parametrically excited pendulum system by conducting complete bifurcation analysis, using the method of complete bifurcation groups, and comparing the obtained theoretical results with the experimental investigations

Atslēgas vārdi
nonlinear dynamics, pendulum system, complete bifurcation analysis, method of complete bifurcation groups, rare attractors, chaos, rotation, multiplicity

Klokovs, A., Zakrževskis, M. Theoretical and Experimental Investigation of the Parametrically Excited Pendulum Systems. No: International Scientific Practical Conference "The Role and Opportunities of Youth in the Development of Engineering Sciences": Proceedings, Latvija, Daugavpils, 28.-28. aprīlis, 2011. Daugavpils: RTU. Daugavpils filiāle, 2011, 49.-52.lpp.

Publikācijas valoda
English (en)