Reanalysis of the drying background in wheat showed that analytical solutions may be employed in this grain to estimate di!usion coe$cients by using the simpli"ed equation for short times instead of the time-consuming series. Sixteen thin-layer drying curves of hard wheat were measured (air#ow+0)3 k
PH—Postharvest Technology: Diffusive Drying Kinetics in Wheat, Part 1: Potential for a Simplified Analytical Solution
✍ Scribed by Sergio A. Giner; Rodolfo H. Mascheroni
- Publisher
- Elsevier Science
- Year
- 2001
- Tongue
- English
- Weight
- 368 KB
- Volume
- 80
- Category
- Article
- ISSN
- 0021-8634
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✦ Synopsis
Mathematical models for kernel drying predict grain}air mass and heat transfer rates, and the faster and more accurately they can do this the better, especially in simulation-based design and control. Few publications used the simpli"ed analytical solution of the di!usion equation for &short times' based on semi-in"nite medium concepts, which is simpler and as accurate as the exact in"nite series though it still awaits its place in determining di!usion coe$cients. The drying background of wheat and similarly sized grains was reanalysed because assumptions that could not apply to larger grains may be valid for smaller ones to justify analytical solutions. Reliable Biot numbers were calculated to be some 0)5 for heat transfer and 50}3000 (internal control) for mass transfer. Despite heat transfer which individually may or may not be considered to be controlled externally, the grain thermal-to-moisture di!usivity ratio was about 6000, making heat transfer instantaneous compared with mass transfer. To corroborate these indicators, the complete heat conduction}moisture di!usion problem was numerically solved, and the predictions showed, precisely, that analytical solutions may be used to estimate di!usion coe$cients in wheat. Then, the steps leading to this overlooked simpli"ed di!usive equation were revised in the light of current knowledge to show how computing time can be saved without loss of accuracy.
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