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An empirical function is proposed to account for this.
The ultimate empirical function is a single-attribute equation based on the similarity attribute.
In a bi-normalization coordinate, an empirical function is developed for simulating the normalized spectral shape, in which the damping effect is included.
In addition, an empirical function is used for the bond-length to bond-order conversion.
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An empirical function was developed to describe total YAN (Yeast Assimilable Nitrogen) consumption.
The following empirical function was used to fit the experimental data of power and energy against thickness (x): (1) y = K a e − b x 1 + a e − b x, where K is the maximum measured intensity, " a" represents a scale factor, and " b" determines the curve slope.
Therefore, an empirical function was derived by fitting a Michaelis-Menten function [ 30] on the data: r MAF 2 = V max * MAF K m + MAF, where r MAF 2 is the imputation reliability, V max is the estimate of the upper limit of r MAF 2 and K m is the deflection point, i.e. the estimated MAF when r MAF 2 = 1/2 V max.
The resulting empirical functions were validated by comparing the predicted and measured MPCTs for additional tests.
Even multiple empirical functions were developed in one work to demonstrate the possibility of UV and Raman for prediction of sheet size and thickness [26].
Universal characteristics have been found that are independent of the girder shape and turbulence properties, and empirical functions are proposed based on these characteristics.
With special regard to intrinsic suppression of disturbances, the theoretical justification of the superiority of this approach over point measurement schemes, and an appropriate mathematical method based on positive spline approximation operators for the computer internal representation and processing of empirical functions are established.
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