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Dynamics of a Stable-quasi-zero-stiffness Isolator Mechanism using Multi Harmonic Balance Method

Publication Type : Conference Paper

Publisher : International Conference on systems, energy and environment, (ICSEE 2016).

Source : International Conference on systems, energy and environment, (ICSEE 2016), College of Engineering, Kannur, Kerala (2016)

Campus : Coimbatore

School : School of Engineering

Department : Mechanical Engineering

Year : 2016

Abstract : In this paper, analysis of a Stable-quasi-zero stiffness using Multi Harmonic Balance method gives deep insight into the dynamics of periodic and chaotic solutions. The technique of tracing a specific solution track by Arc length continuation method is explained along with MHBM theory. Frequency continuation is plotted with stable and unstable solutions determined using Floquet theory. Bifurcation is studied using Numerical Integration. A comparison of result by Multi Harmonic Balance method and Numerical Integration is done and the variation of response with parameter change is also studied.

Cite this Research Publication : K. Mukund and Dr. Santhosh B., “Dynamics of a Stable-quasi-zero-stiffness Isolator Mechanism using Multi Harmonic Balance Method”, in International Conference on systems, energy and environment, (ICSEE 2016), College of Engineering, Kannur, Kerala, 2016.

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