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Figure 2 Vibration displacement as a function of fundamental frequency ratio for the AFM nanomachining.
The displacement as a function of applied voltage for the films is shown in Fig. 5a.
Figure 3 Vibration displacement as a function of crack location for the AFM nanomachining.
We evaluate the maximum total displacement as a function of the shape of the ellipsoid.
Figure 7 shows the ratio of RMS resonant displacement to RMS background displacement as a function of damping ratio.
The optimum value of the displacement as a function of the Ma/Re Sc factor has been found.
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Evolution of displacements as a function of time were studied and compared to bulk SiC.
Open image in new window Fig. 3 Lateral and medial plated global femur displacements as a function of load Open image in new window Fig. 4 Lateral and medial plated wedge displacements as a function of load.
A finite element model was used to predict the stresses and displacements as a function of temperature and pressure.
An average of the displacements as a function of distance from the LFO/STO interface is shown in Fig. 5c.
Then, another series of wind tunnel dynamic tests was realized to determine the transversal cross-section displacements as a function of the incident wind velocity.
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