Experimental and numerical investigation of the nonlinear dynamics of compliant mechanisms for deployable structures

F Dewalque, C Schwartz, V Denoël, JL Croisier… - Mechanical systems and …, 2018 - Elsevier
F Dewalque, C Schwartz, V Denoël, JL Croisier, B Forthomme, O Brüls
Mechanical systems and signal processing, 2018Elsevier
This paper studies the dynamics of tape springs which are characterised by a highly
geometrical nonlinear behaviour including buckling, the formation of folds and hysteresis.
An experimental set-up is designed to capture these complex nonlinear phenomena. The
experimental data are acquired by the means of a 3D motion analysis system combined with
a synchronised force plate. Deployment tests show that the motion can be divided into three
phases characterised by different types of folds, frequencies of oscillation and damping …
Abstract
This paper studies the dynamics of tape springs which are characterised by a highly geometrical nonlinear behaviour including buckling, the formation of folds and hysteresis. An experimental set-up is designed to capture these complex nonlinear phenomena. The experimental data are acquired by the means of a 3D motion analysis system combined with a synchronised force plate. Deployment tests show that the motion can be divided into three phases characterised by different types of folds, frequencies of oscillation and damping behaviours. Furthermore, the reproducibility quality of the dynamic and quasi-static results is validated by performing a large number of tests. In parallel, a nonlinear finite element model is developed. The required model parameters are identified based on simple experimental tests such as static deformed configurations and small amplitude vibration tests. In the end, the model proves to be well correlated with the experimental results in opposite sense bending, while in equal sense, both the experimental set-up and the numerical model are particularly sensitive to the initial conditions.
Elsevier
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