A 75 mm thick wooden plate contains 2.8 % by mass water, relative to dry wood, which corresponds to a mass fraction of ξAα= 0.218. At equilibrium with the environment the mass fraction is reduced to ξAS= 0.065.
How long does it take for the mass fraction of water in the middle of the plate to fall to ξA(x = 0) = 0.08? The diffusion coefficient of water in wood is D = 1.2 · 10−9m2/s.
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