In[28], the dereverberation was done using linear and binary-weighted least squares techniques on time and fast Fourier transform (FFT) domain.
An adhesion kinetics with a square root dependence on time, i.e., ∝t1/2, is indicative of a diffusion-controlled process, which occurs when there is no energy barrier for adhesion.
The time-resolved adhesion data revealed a transformation from an exponential dependence to a square root dependence on time upon changing the substrate from hydrophobic or hydrophilic with a negative zeta potential value to hydrophilic with a negative zeta potential for both pathogens.
Additionally, cellular movements can also be characterized in terms of the dependence of mean square displacement (MSD) on time.
For a fixed time t > 0, it is easy to check that J 1 ( t ), J 2 ( t ), J 4 ( t ) are continuous in mean square on the fixed time t ≠ t k, for k = 1, 2, … .
On the other hand, as t = t k, it is easy to check that J 1 ( t ), J 2 ( t ), J 3 ( t ) are continuous in mean square on the fixed time t = t k.
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CNN executives said that by chance a producer and a cameraman were on the square at the time of the incident, on the eve of the Lunar New Year.
The slope of characteristic straight line on square root time plot is determined by production performance in substance, and it can be figured out directly from the square root time plot.
Log log normalized rate vs time plot is use to perform flow regime identification for MFHW in this paper, and a method based on square root time plot analysis to estimate OOIPSRV has been introduced.
From Fig. 16, on the basis of production performance analysis results, it has been found that there exists dramatic negative linear relationship between the ratio of ω to λ and the slope of characteristic straight line on square root time plot (m).
