Sentence examples for diffusion the problem from inspiring English sources

Whether these are called knowledge translation, knowledge transfer or exchange, knowledge uptake, research utilization or implementation science, knowledge dissemination or diffusion, the problem of moving evidence into practice generally constitutes the premise underlying their conceptualization [ 7, 10, 11, 31, 32].

Ashwini et al. [25] consider that Twitter is a platform of information diffusion and study the problem of identification of influential users.

With the transformations, it is argued that the diffusion problem involving the liquid and solid phases during solidification could be treated as a classic problem of precipitation in the single-phase medium treated by Ham or Avrami.

The contribution of these species can be expected to change depending on the specific geometry of the diffusion problem, which, in turn, will reflect the microregional distribution of the NTR vector.

Especially, the anomalous behaviors involving the diffusion problem, heat transfer, creep phenomena, fluid flow process, oscillating circuits and the convection dispersion have been the research hot spots (see [13 18]).

These scalings can be found in e.g. [28,29], where the authors show that certain jumps in the diffusion coefficient (problem (I)) or the Lamé parameters (problem (II)) can be treated robustly.

Accordingly, we used an HI-6 concentration that is at least 100-fold higher than its KD (∼100 µM) for HI-6sarinnonaged-mAChE to avoid the diffusion problem, and ran a time-course experiment to find the shortest HI-6-exposure time that can minimize the unwanted reactivation and aging and still yield a good-quality electron density map.

For the case of small deviations from equilibrium, analytical solutions of the diffusion problem have been obtained.

In order to simplify its analysis, the diffusion problem is considered as one-dimensional.

The diffusion problem (1) with (p=2) has been widely studied [15 21].

The approximate solution is given in Figure 1. Figure 1 Approximate profile to the diffusion problem, Example 5.1.