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The moving oscillator model is regarded as a two-node system one of which is associated with each of two concentrated masses shown in Fig. 2.
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The efficacy of the procedures developed is demonstrated by considering detection of localized/distributed damages in a beam-moving oscillator model using synthetically generated vibration data.
The vibration of a beam excited by a moving oscillator is an extensively studied moving-load problem.
The maglev vehicle is simplified as a two-degree-of-freedom (two-dof) moving oscillator controlled by an on-board PI controller and the guideway is modeled as a simply supported beam.
The excitation is provided by a moving oscillator of an unsprung mass that supports another mass through a spring (oscillator) and moves on top of the truss structure.
This paper presents a finite element model based on the first order shear deformation theory to investigate the dynamic behavior of laminated composite plates traversed by a moving oscillator.
Furthermore, a reattachment condition of the moving oscillator to the beam after separation is proposed.
The moving oscillator is simplified by the single degree of freedom (SDoF) system.
The dynamic response of a double-beam system under the moving oscillator is investigated.
Open image in new window Fig. 1 The beam subjected to a moving oscillator on elastic foundation considering discontinuous contact.
The dynamic responses of contact force and displacement are analyzed for a hanger-supported, tensioned beam with a moving oscillator.
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