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TECHNICAL PAPERS

Dynamic Analysis of a Nonlinear Torsional Flexible Coupling With Elastic Links

[+] Author and Article Information
Charles W. Bert, Shiyuan Wu

School of Aerospace and Mechanical Engineering, The University of Oklahoma, Norman, OK 73019-1052

J. Mech. Des 125(3), 509-517 (Sep 04, 2003) (9 pages) doi:10.1115/1.1588344 History: Received August 01, 2002; Revised February 01, 2003; Online September 04, 2003
Copyright © 2003 by ASME
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References

Figures

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Scheme of a torsional flexible coupling system
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Geometry of the system with elastic links
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Dimensionless torque vs. angular displacement at constant rotational velocity for various values of flexibility under different geometrical parameter ratios
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Effect of geometrical parameter ratio L/R on the phase-plane diagram for I2/I1=1/3, μ=0.1, ϕmax=55 deg, and η=0.219
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Effect of load inertia ratio (IR=I2/I1) on the phase-plane diagram for μ=0.1, L/R=0.866,ϕmax=55 deg, and η=0.219
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The phase-plane for the only condition under which this coupling configuration lacks orbital stability for η=0, I2/I1=1/3, μ=0.1, L/R=1, and ϕmax=90 deg
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Effect of geometrical parameter ratio L/R on the fluctuation ratio diagram for I2/I1=1/3, μ=0.1, ϕmax=55 deg, and η=0.219
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Effect of load inertia ratio (IR=I2/I1) on the fluctuation ratio diagram for μ=0.1, L/R=0.866,ϕmax=55 deg, and η=0.219
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Free body diagram of the system with lumped link masses
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Dimensionless torque vs. angular displacement at constant rotational velocity for various types of models under different geometrical parameter ratio, m1/m=0.3
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Effect of geometrical parameter ratio L/R on the phase-plane diagram for I2/I1=1/3, μ=0.1, ϕmax=55 deg, η=0.219 and m1/m=0.3
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Effect of load inertia ratio (IR=I2/I1) on the phase-plane diagram for μ=0.1, L/R=0.866,ϕmax=55 deg, η=0.219 and m1/m=0.3
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Effect of geometrical parameter ratio L/R on the fluctuation ratio diagram for I2/I1=1/3, μ=0.1, ϕmax=55 deg, η=0.219, and m1/m=0.3
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Effect of load inertia ratio (IR=I2/I1) on the fluctuation ratio diagram for μ=0.1, L/R=0.866,ϕmax=55 deg, η=0.219, and m1/m=0.3

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