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The effects of damping, detuning, cubic term, and magnitudes of random excitation are analyzed.
The effects of damping, nonlinear intensity, detuning, and magnitudes of random excitations are analyzed.
The effects of damping, detuning, bandwidth, and magnitudes of random excitation are analyzed.
The power absorbed by 12 male subjects during exposure to vertical whole-body vibration at six magnitudes of random vibration (0·25, 0·5, 1·0, 1·5, 2·0 and 2·5 ms−2·5m.s).
Twelve subjects took part in the experiment with three leg postures (normal, legs bent and one leg), and five magnitudes of random vibration (0·125 2·0 ms−2r.m.s). in the frequency range from 0[msde]5 30 Hz.
The experiments were performed with 9 adult male subjects to measure the biodynamic responses to single and uncorrelated three-axis vibration with and without hands and back supports under different magnitudes of random vibration in the 0.5 20 Hz frequency range.
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We show that an increasing magnitude of random surface variability does not appear to have any significant effect on sediment transport over millennial time scales.
The bias points and the magnitude of random dopant induced fluctuations are computed by solving the Poisson, current continuity, and density gradient equations for all the devices self-consistently (mixed-mode simulation).
With increases in the magnitude of random vibration from 0·35 to 1·4 m/s2 r.m.s., the apparent mass resonance frequency decreased from 5·25 to 4·25 Hz with normal muscle tension, from 5·0 to 4·38 Hz with the buttocks muscles tensed, and from 5·13 to 4·5 Hz with the abdominal muscles tensed.
The magnitude of random effects estimates is relatively small in comparison to the precision of the model of ±2.2 GPa (=1.96 × 1.1 GPa).
Magnitude of random error was also considered in model discrimination.
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