Calculation of the effective diffusion coefficient during the drying of clay samples
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The aim of this study was to calculate the effective diffusion coefficient
based on experimentally recorded drying curves for two masonry clays obtained
from different localities. The calculation method and two computer programs
based on the mathematical calculation of the second Fick’s law and Cranck
diffusion equation were developed. Masonry product shrinkage during drying
was taken into consideration for the first time and the appropriate
correction was entered into the calculation. The results presented in this
paper show that the values of the effective diffusion coefficient determined
by the designed computer programs (with and without the correction for
shrinkage) have similar values to those available in the literature for the
same coefficient for different clays. Based on the mathematically determined
prognostic value of the effective diffusion coefficient, it was concluded
that, whatever the initial mineralogical composition of the clay, there is
90% agreement of the calculated prognostic drying curves with the
experimentally recorded ones. When a shrinkage correction of the masonry
products is introduced into the calculation step, this agreement is even
better.
[1] John Crank,et al. The Mathematics Of Diffusion , 1956 .