Sentence examples for time dependent variation from inspiring English sources

Overall, this study provides guidance to select proper statistical tool for the assessing the time dependent variation of diffusion coefficient.

By using the Knothe (1957) model, the ground subsidence at any point could be calculated when the mining ongoing and it is also possible to obtain the other time dependent variation of movement.

With regard to the time dependent variation of chloride diffusion coefficient, following equation was employed to express the D c as a function of exposure time: {D}_{c} = {at}^{b} (3)where D c is the diffusion coefficient (mm2/s), t is the exposure time (s), "a" and "b" are the regression parameters presented at Table 5.

Time dependent variation of fluorescence intensities at plasma membrane level and cytoplasm is expressed as mean ± SEM.

For analyzing the time dependent variation in cell-substrate distance we used two different methods, quartz crystal microbalance measurements and TIRF (total internal reflection fluorescence) microscopy.

When considering a sustained perturbation γ∙δp (e.g. change in a parameter p) and denoting by δ the (small) deviation from the steady state prior to this perturbation, the time dependent variation in the metabolite concentrations may be observed: (15) δ X ˙ = N ⋅ δv X, E = N ⋅ E ss ⋅ f ′ X ⋅ δX + N ⋅ f X ss ⋅ δE + γ ⋅ δp The subscript ss refers to the steady state values.

The time dependent variations in VCDL, the most sensitive blocks of DLL, are analyzed.

Floating car data was used in order to estimate time dependent variations in travel time on each link over the course of time.

In order to control for any time dependent variations in substitution rate and cluster specific phenotypes, we also carried out this analysis on five of the largest clusters which are more likely to represent the raw accumulation of SNPs in the absence of selection.

Ordinary differential equations are added to take the time-dependent variation of temperature into account.

Equations are derived for the time-dependent variation of contact angle and spreading rate.