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Mobility is formally defined as the value of the drift velocity per unit of electric field strength; thus, the faster the particle moves at a given electric field strength, the larger the mobility.
The minimum value of the drift capacity corresponded to wall 16_2.
This phase also allows for the first value of the drift function (d(t)) to be available.
Hence, we get a critical value of the drift velocity of the dust particles for the evolution of this new type of the instability.
There exists a critical value of the drift velocity of dust particles, above which another instability starts growing but with significantly lower growth rate.
We also proposed an algorithm that filters the robust trade-off points and assists a network administrator to select the optimum value of the drift coefficient.
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The maximum value of the ultimate drift capacity was reached for specimen BNW3, which was tested under cantilever boundary conditions.
The mean value of the interstory drift ratio varies from 2.3 to 0.9, and 1.35 to 0.55 %, respectively, in 3 story baseline and PBPD frame.
It is also shown that the mean-squared value of the phase drift monotonically increases with the number of cycles, a result that is consistent with the predictions of a random walk model.
Second, the absolute values of the observed drift rates are tens of MHz s−1, while the typical drift rate of fiber bursts at 325 MHz is approximately −9 MHz s−1 (e.g., Benz and Mann, 1998).
Second, the absolute values of the observed drift rates are tens of MHz s−1, whereas the typical drift rate of fiber bursts at 325 MHz is approximately −9 MHz s−1.
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