Exact(60)
A reasonable fit is obtained by using D1 = 2.5 C1.
This range is considered as "reasonable fit" by Byrne (2016).
Values of approximately 1.00 (~ 0.50 1.50) indicate reasonable fit.
The kinetics was then evaluated through selected models with a reasonable fit to experimental data.
The calculated results exhibit a reasonable fit to the experimental data.
A theoretical model has been developed which gives a reasonable fit of the experimental results.
Nevertheless a reasonable fit with the analytical distribution can still be seen.
Reasonable fit is obtained for high conversion which would be of practical importance.
However, a reasonable fit could be achieved for small diameter spheres.
During simulation, no reasonable fit could be obtained by a single-layer model.
For most of the data, the simple Langmuir and the Freundlich isotherms provided a reasonable fit of the data.
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