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Details underlying some aspects of selection of an appropriate algorithm for fitting the data are discussed.
When fitting the data, one must make certain assumptions about the model.
Fitting the data to intraparticle diffusion model is performed by plotting q t against t0.5.
The band positions were obtained by fitting the data with Gaussians.
Table 4 lists the calculated Bingham parameters obtained from fitting the data in Fig. 3.
This indicates that the different models used for fitting the data are accepted.
A linear relation was obtained by fitting the data using Origin.
Tm was obtained by fitting the data with a Boltzmann sigmoidal function using Prism (GraphPad Software).
Fitting the data to eos yielded the characteristic reducing parameters, viz.
The coefficients are found by fitting the data to the calculated principal directions.
A simplified model is discussed, showing practical advantages when fitting the data within the reduced frequency range.
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