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On the Nonlinear Response of a Flexible Connecting Rod
Resource
ASME Journal of Mechanical Design 125: 757-763
Journal
ASME Journal of Mechanical Design
Pages
757-763
Date Issued
2003
Date
2003
Author(s)
Chian, Chu-Hsian
Abstract
The study of nonlinear response of a flexible connecting rod was presented. The analysis was based on deriving the equations of motion by the application of Hamilton's principle, such that all the strain energy function were retained in the derived equation. The simplification of the coupled equations, in terms of the transverse deflection, resulted in the obtaining of a Duffing equation under parametric and external excitations simultaneously. Under the constant speed close to 0.5 and 1 the combined effects of parametric and external excitations dominated the response, and away from the two speed ranges external excitation alone held the dominance.
Other Subjects
Approximation theory; Bending (deformation); Bifurcation (mathematics); Boundary conditions; Computer simulation; Crankshafts; Deflection (structures); Dynamic response; Eigenvalues and eigenfunctions; Equations of motion; Flexible structures; Matrix algebra; Nonlinear systems; Rotation; Strain; Displacement gradients; Nondimensionalization; Strain energy functions; Connecting rods
Type
journal article
File(s)
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Name
18.pdf
Size
140.95 KB
Format
Adobe PDF
Checksum
(MD5):e4349b2be177069ab258a46b278cb7f3