Penetration of Water into Hardwoods
Keywords:
<i>Liriodendron tulipifera</i>, <i>Quercus shumardii</i>, <i>Juglans nigra</i>, swelling, bound moisture, free moisture, diffusion, temperatureAbstract
The longitudinal penetration of water into hardwoods was studied by continuously measuring swelling and uptake in a swelling cell apparatus. Mathematical equations were developed to relate swelling, bound moisture uptake, free moisture uptake, and time of penetration. The initial stages of bound moisture uptake and free moisture uptake were each shown to be linear when plotted against the square root of time.
Bound and free moisture penetration constants were calculated from swelling and uptake data for different wood species at different temperatures. The transport of bound water by vapor and water diffusion became more important than transport by capillarity as temperature increased, or when wood species with obstructed vessels were used. The relative amount of water uptake distributed between bound moisture and free moisture was shown to change with increasing temperature.
References
Barkas, W. W. 1949. The swelling of wood under stress. Her Majesty's Stationery Office, London.nComstock, G. L. 1963. Moisture diffusion coefficients in wood as calculated from adsorption, desorption, and steady state data. For. Prod. J. 13(3):97-103.nCooper, G. A. 1974. The effect of black walnut extractives on sorption, shrinkage, and swelling. Wood Sci. 6(4):380-388.nCrank, J. 1956. The mathematics of diffusion. Clarendon Press, London.nHart, C. A. 1964. Principles of moisture movement in wood. For. Prod. J. 14(5):207-214.nHittmeier, M. E. 1967. Effect of structural direction and initial moisture content on swelling rate of wood. Wood Sci. Technol. 1(2): 109-121.nMoschler, W. W., and R. E. Martin. 1968. Diffusion equation solutions in experimental wood drying. Wood Sci. 1(1):47-57.nPanshin, A. J., and C. de Zeeuw. 1964. Textbook of wood technology. 1, 3rd ed. McGraw-Hill Book Co., New York.nRosen, H, N. 1973. Continuous measurement of the swelling of wood. For. Prod. J. 23(3): 55-57.nSiau, J. F. 1971. Flow in wood. Syracuse Univ. Press, Syracuse, N. Y.nStamm, A. J. 1935. Thermodynamics of the swelling of wood. J. Phys. Chem. 39(1): 121-132.nStamm, A. J. 1953. Diffusion and penetration mechanism of liquids into wood. Pulp Paper Mag. Can. 54(2):54-63.nStamm, A. J. 1959. Bound-water diffusion into wood in the fiber direction. For. Prod. J. 9(1): 27-32.nStamm, A. J. 1960. Combined bound-water and water vapor diffusion into Sitka spruce. For. Prod. J. 10(12):644-648.nStamm, A. J. 1964. Wood and celluose science. Ronald Press, New York. 549 pp.nStamm, A. J. 1967. Movement of fluids in wood. Part II. Diffusion. Wood Sci. Technol. 1(3): 205-229.nStamm, A. J., and W. H. Petering. 1940. Treatment of wood with aqueous solutions: effect of wetting agents. Ind. Eng. Chem. 32: 809-813.n
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