Liquid Transport in Composite Cellulose—Superabsorbent Fiber Networks
Keywords:
Wicking, absorbency, superabsorbents, fiber swelling, Lucas-Washburn theory, gel blockingAbstract
Wicking flow of water is examined in composite networks of cellulose and carboxymethyl cellulose (CMC) fibers. The rate of advance of water through paper strips and fluff pads of varying composition is reported, while dynamic electrotensiometry is used to measure the wetting and swelling characteristics of the individual cellulose and CMC fibers. Cellulose fibers swell to a small degree almost instantaneously, while CMC fibers swell to more than twice their original diameter over a period of several minutes.
The Lucas-Washburn capillary model adequately describes the imbibition of a nonswelling reference liquid (n-octane) in all of the fiber networks examined. The imbibition of water, however, deviates significantly from Lucas-Washburn kinetics when CMC is present, because of the long-term swelling of the CMC fibers. The net pore restriction effected by fiber swelling is quantified by a "permeability factor," defined as the ratio of the wicking-equivalent radius in the swollen state to that in the unswollen state. A modified capillary model is developed, based on individual fiber swelling characteristics, which describes observed deviations from the Lucas-Washburn model.
References
Berg, J. C. 1986. The use and limitations of wetting measurements in the prediction of adhesive performance. Pages 23-46 in L. Salmén et al., eds. Composite systems from natural and synthetic polymers. Elsevier, Amsterdam.nChatterjee, P. K., and H. V. Nguyen. 1985. Mechanism of liquid flow and structure property relationships. Pages 29-84 in P. K. Chatterjee, ed. Absorbency. Elsevier, Amsterdam.nChen, C. C., J. C. Vassalo, and P. K. Chatterjee. 1985. Synthetic and natural polymers. Pages 197-251 in P. K. Chatterjee, ed. Absorbency. Elsevier, Amsterdam.nHodgson, K. T., and J. C. Berg. 1988. Dynamic wettability properties of single wood pulp fibers and their relationship to absorbency. Wood Fiber Sci. 20(1):3-17.nMartinis, S., J. L. Ferris, P. J. Balousek, and M. P. Beetham. 1981. Absorption of liquids by dry fiber networks. TAPPI Annual Mtg. Preprint No. 7-3, Chicago. Pp. 1-8.nMiller, B. 1985. Experimental aspects of fiber wetting and liquid movement between fibers. Pages 121-147 in P. K. Chatterjee, ed. Absorbency. Elsevier, Amsterdam.nRuoff, A. L., G. H. Stewart, H. K. Shin, and J. C. Giddings. 1960. Diffusion of liquids in insaturated paper. Kolloid Z. 173:14-20.nSchuchardt, D. R. 1989. The effects of fiber swelling on liquid transport in fibrous media. M.S. thesis, University of Washington, Seattle, WA.nStamm, A. J. 1964. Wood and cellulose science. Pp. 215-216. Ronald Press Co., New York.nTAPPI Standards and Suggested Methods. Atlanta, GA. v. (loose leaf).nYoung, R. A. 1976. Wettability of wood pulp fibers. Wood Fiber 8(2):120-128.n
Downloads
Published
Issue
Section
License
The copyright of an article published in Wood and Fiber Science is transferred to the Society of Wood Science and Technology (for U. S. Government employees: to the extent transferable), effective if and when the article is accepted for publication. This transfer grants the Society of Wood Science and Technology permission to republish all or any part of the article in any form, e.g., reprints for sale, microfiche, proceedings, etc. However, the authors reserve the following as set forth in the Copyright Law:
1. All proprietary rights other than copyright, such as patent rights.
2. The right to grant or refuse permission to third parties to republish all or part of the article or translations thereof. In the case of whole articles, such third parties must obtain Society of Wood Science and Technology written permission as well. However, the Society may grant rights with respect to Journal issues as a whole.
3. The right to use all or part of this article in future works of their own, such as lectures, press releases, reviews, text books, or reprint books.