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Title A VARIABLE- GRID MODEL OF A SPHERICAL KERNEL DURING DRYING
Author Name A. K. Gupta
Abstract

The moisture diffusion equation was solved numerically assuming a spherical grain. The variable grid spacing, Crank-Nicolson approximation technique and the Gauss-Seidel iterative procedure was employed. The developed solution enables the prediction of moisture content at any point within the spherical grain as the drying advances. It was observed that the developed numerical solution compares well with high accuracy analytic solution obtained by summation of as much as 100 or more terms of the infinite series.

Keyword Crank-Nicolson approximation technique , grid spacing , moisture content , Gauss-Seidel iterative procedure ,
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