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For fully yielding systems, approximate relations are determined using suitable curve fitting.
As previously stated, the data were separated into pediatric and adult groups to simplify the curve fitting process and to lower the equivalent degrees of freedom required to fit a suitable curve to the reference data.
By contrast, a concentration gradient that is interrogated during each back-and-forth movement gives access to full time-course measurements for the same droplet, improves data quality (by a suitable curve fit through multiple data points, as in Figure 5B), and allows ready identification of nonlinearity.
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However, an increasing number of suitable curves have now been published of which the large majority have been found to comply with the following Gaussian equation: σtrue=Y+Gp λ2−1λ).
By finding multiple suitable curves (for each row or column) or one suitable overall curve for approximating the matrix, we can either use threshold methods or directly compute the statistical cutoff points to create equally-distributed areas.
The best suitable curves for the liver volume were presented in the following five cutoff points: 3rd, 10th, 50th, 90th, and 97th centiles.
In order to select suitable parting curve, several criteria need to be taken into account.
Thus, the criterion of a suitable transition curve based on the simplicity of the calculations must be reconsidered.
The selection of a suitable transition curve is of major importance towards a proper alignment design in road and railway projects.
Based on the obtained experimental and numerical results, a class 3 limit for stainless steel OHS in compression and a suitable buckling curve for OHS columns have been proposed.
Several transformations of DBH, such as DBH0.5, DBH2, and DBH−1 were examined to achieve a suitable response curve, with the resulting equation (Eq. 3) p={left[1+{ exp}^{left -left {beta}_0+{beta}_1.{X}_1+{bexp}^{left -left {beta}_0+{beta}_1}_i+{beta}_4.{mathrm{BAL})}_i+{beta}_4.Gright
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