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This correlates modal parameters such as: damping ratio, natural frequency and mode shape to fatigue behavior.
The current work identifies modal parameters such as natural frequencies and mode shapes of a linear multi-degree of freedom (mdof) system using the wavelet transform.
Modal parameters such as natural frequencies, magnitude of frequency response functions, displacement mode shapes and strain mode shapes were calculated against cracking in the plate.
A key issue in health monitoring of smart structures is the estimation of modal parameters such as natural frequencies and damping ratios from acquired dynamic signals.
The norms of the modes and of the system are expressed in terms of the modal parameters, such as natural frequencies, modal damping, and input and output gains.
A numerical prediction of the vibration behaviour is necessary for an efficient use of composite materials in rotors, especially since the modal parameters such as the eigenfrequency and the modal damping are influenced by the fibre orientation.
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The robustness of the proposed shaper is explored from the standpoint of uncertainties from system parameters such as modal damping, modal stiffness, and air gaps, showing that the proposed shaper can handle the parameter variation up to a certain extent.
The sensitivity of the system modal parameters to design variables such as valve preload geometry, lubricant viscosity, and retaining screw torque was investigated.
Statistical energy analysis (SEA) parameters such as average modal spacing, coupling loss factor and input power are numerically determined for point connected, directly coupled symmetrically laminated composite plates using a modal-based approach.
Sensing parameters, such as modal power distribution (MPD), sensing response, selectivity and stability were analyzed in order to study the performance of sensor.
With the approach described in Ref. [6], any general panel structure can be treated as a single SEA subsystem, whose key SEA parameters, such as modal density, damping loss factor, and acoustic transmission loss (and hence the coupling loss factors with the acoustical domain) can all be formulated as explicit expressions so as to compute efficiently and more accurately.
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