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Results of previous elastic cable theories are re-examined and new findings are presented.
The non-linear behavior of an elastic cable subjected to a harmonic excitation is investigated in this paper.
The investigation begins with a mathematical model governing the three-dimensional non-linear response of a long elastic cable.
This three-dimensional mathematical model represents the C-Plane as a rigid body with moveable control surfaces that is moored with three linear elastic cable elements.
Using Hamilton's principle, the governing non-linear partial differential equations for an elastic cable are derived, including the natural boundary conditions associated with boundary force control.
Finally the coupled dynamic features between the out-planar pendulation and the in-planar vibration of an elastic cable are analyzed.
Similar(51)
These are constructed from a latticework of rigid rods connected with elastic cables.
Wells ambled out of the players-only area of the Yankees' clubhouse at 5 57 p.m. and began to stretch with a set of elastic cables.
Planar non-linear oscillations of elastic cables under 12 and 13 subharmonic resonance conditions are studied.
Planar non-linear oscillations of elastic cables under order two and three superharmonic resonance conditions are studied.
An elastic cytoskeletal tensegrity structure composed by six inextensible elastic struts and 24 elastic cables is considered.
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CEO of Professional Science Editing for Scientists @ prosciediting.com