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Based on direct observation of the atoms' movements, it was determined that the diffusion coefficient is in the range of 0.9 to 1.7 × 10 18 m2/s, which was significantly higher than the volume diffusion coefficient for similar alloys.
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It was determined that the local diffusion coefficient ranged from 0.9 to 1.7 10−18 m2/s, which could be explained by the prevalence of surface diffusion.
Confirming the results by Bicout and Field, they determined that the average diffusion coefficients of GFP-sized molecules are decreased 2-fold relative to dilute solutions.
Electrochemical impedance spectroscopy determined that the transfer and diffusion of Li+ ions through the cathode-electrolyte interface was assisted by silver loading, hence, enhancing the capacitive performance.
Careful analysis of the diffusion of eGFP over many cells and in different subcellular regions allowed us to determine that the average diffusion coefficient of eGFP was ∼20 μm/s (see Table 2).
Further analysis with the Korsmeyer Peppas kinetic model determined that the mechanism of protein release was dependent on Fickian diffusion.
The F test was used to determine that the axially symmetric diffusion tensor was an improvement over the isotropic diffusion model for both WT and F97Y HbI in both the bound and free states.
These characteristics can be accounted for by the thermal dissolution model [21 23, 25 28] which assumes that reset is determined by the diffusion of the conductive defects.
Diffusive currents keep the membrane potential elevated in the lost-dome region close to the interface (with the precise extent determined by the diffusion coefficient), so that voltage-dependent recovery from fast inward current inactivation cannot be achieved.
Using the thermal kinetics of vitrinite maturation of Sweeney and Burnham (1990) together with the thermal model of frictional heat generation and diffusion, we determined that during the 1999 Chi-Chi earthquake, the peak temperature and apparent friction coefficient in the primary slip zone were 626°C and 0.02 to 0.06, respectively.
As a result, it has been determined that a model derived Diffusion equation is the best representing the drying of CGP.
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