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The present article discusses a method of vibration control of a structure by using the vibration absorber without damping.
The rigid-body vibration of the mounting system is decoupled and the comprehensive vibration isolation performance of the mounting system is improved by using the vibration energy decoupling method and nonlinear optimization method.
The condition of the brake components can be monitored by using the vibration characteristics which will reveal the condition of the brake systems.
A real-time monitoring system is proposed here to predict surface roughness with an estimation error of 9.5%, by using the vibration signal that is emitted during the milling process.
The lumped parameters are determined by using the vibration transmissibilities measured at the fingertip, while the material parameters of the soft and hard tissues of the FE model are adopted from the published experimental data.
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Numerical examples by employing the proposed numerical simulation method, together with the experimental results obtained by using the active vibration control system, have demonstrated the validity and efficiency of OKID method in application of active vibration control of piezoelectric smart structures.
Finally, an optimum speed value, as regards acceptable passenger comfort, was obtained by using the equal vibration dose lines.
The underlying mechanism was explicated by using the phonon vibration power spectrum.
Then, by using the random vibration theory as initially proposed by Cartwright and Longuet-Higgins (1956), the extremes of transient earthquake ground motions could be obtained giving the Fourier amplitude spectra of the time history and signal duration.
The experimental results obtained by using the active vibration control system show significant attenuation of white noise disturbance in the frequency range of approximately 100-800 Hz.
A second order nonlinear ordinary differential equation with quadratic and cubic nonlinear terms is obtained by using the free vibration modes of the corresponding linear problem.
More suggestions(15)
by eliminating the vibration
by using the score
by harnessing the vibration
by using the rate
by using the index
by accumulating the vibration
by reducing the vibration
by using the profile
by using the definition
by measuring the vibration
by using the service
by solving the vibration
by using the calculator
by comparing the vibration
by using the form
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