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The method of characteristics is used to model vibrations of one-dimensional members in the presence of coupling between axial and flexural waves.
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Sturm-Liouville energy-dependent equations are also used for modelling vibrations of mechanical systems in viscous media (see [19]).
New developments in the simplified smearing technique for modeling vibrations of cross-stiffened, thin rectangular plates are presented.
The transmission matrix method is used to model vibration transmission of the 2dof system and an analytical expression of sound radiation from the foundation plate is derived.
Additionally, with the new bearing model, vibration analysis of WLRB-supported flexible multistage rotating systems is performed through use of a distributed transfer function method, which delivers accurate and closed-form analytical solutions of steady-state responses without discretization.
Based on the model, vibration responses of the QV-EWS under torque ripple are simulated.
Via the established numerical model, vibration characteristics of a newly designed compressor can be predicted, and optimization can be done to reduce the vibration.
This paper examines an approach to model the vibrations of a deformed rolling tyre at low frequencies (below 500 Hz).
When (mu_{1}=mu_{2}=f=0), this system was proposed by Timoshenko [1] as a model for vibrations of a thin elastic beam of length 1.
The computational advantage of this novel grids is revealed by using them to numerically model the vibrations of complexly shaped annular membranes.
Many different linear or nonlinear models addressing vibrations of continuum appear in the literature.
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