In previous papers, we studied on the over-all cooking-rate equations of foods. In this paper, we have studied on the over-all drying-rate equations of various-shape potatoes. The drying-rate equations were postulated in two types: one was a simple nth-order rate equation and other was a similar rate equation based on the shrinkage models.
dx/dθ=k
n(1-x)
n; n=0.6-0.8
dx/dθ=k
nS(1-x)
n; n=0.3-0.6
x=(W
o-W)/(W
o-W
e)
where, x: drying ratio (-), 0: drying time (min), W, Wo and We: intermediate, initial and equilibrium water contents (g-H
2O/g-D.M.), S: drying surface area (cmcm
2).
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