The patient group was well functioning based on the radiological and clinical evaluations.
Under these experimental conditions, the hydrodynamic behavior was described using the Reynolds-averaged Navier Stokes equations and the κ ɛ turbulence model as well as the wall functions based on the universal distribution of velocities for the near-wall region.
The results of the focus group discussions showed that well-functioning networks (with clear goals and aims, continuity, and relevant activities) also provide a well-functioning base for communication, not only among its members but also with external stakeholders and the general public.
An optimized dissimilarity score was identified from six well-studied functions based on a receiver operating characteristic (ROC) analysis.
The sampling frame used the measures derived from the 1999 annual report to stratify IIS by how well they functioned (a score based on the number of federal IIS functional standards achieved), the percentage of children <6 years of age enrolled in the IIS, and whether the IIS had been developed as an independent system or was integrated into a larger public health system.
For hydrodynamics, the Reynolds averaged Navier Stokes (RANS) equations were solved using the standard k ε turbulence model, as well as wall functions based on the universal velocity distribution in the near-wall region.
For the backward momentum coupling we used a "particle-source-in-ball" (PSI-ball) concept, which in essence is a generalization of the conventional particle-source-in-cell (PSI-cell) method as well as template-function based treatment.
The flexibility that disorder imparts allows these proteins to have multiple binding partners as well as multiple functions based upon confirmation.
Hence, our probabilistic interpretation opens up a wide range of possibilities for advanced, well-justified energy functions based on sound probabilistic reasoning; the main challenge is to develop proper probabilistic models of the features of interest and the estimation of their parameters [49], [57].
In general, we focus on knowledge-based scoring functions based on well established statistical potentials.
The whole trace of capture rate versus voltages is well fitted by an exponential function based on the Van't Hoff Arrhenius law [3, 16], which can be described as follows: R = R 0 exp V / V 0 (3) Figure 8 The capture rate as a function of voltages.
