journal article·2010-02-01

Prediction of Handsheet Tensile Strength by Computational Simulation of Structure

RÉMI VINCENT, MARTINE RUEFF, CHRISTIAN VOILLOT

TAPPI Journal· Volume 9· Issue 1
Publisher page

Abstract

To better understand the influence of fiber morphology on paper properties, we developed a novel 3-D computational simulator of paper structure, which was validated through experimental work. This simulator creates virtual pieces of handsheets using the size distributions of the fibers as the main inputs. Once the structure is generated, physical properties can be assessed. The main principles of the simulation and the results for one global texture property, the apparent density, were presented in a previous paper. In this paper, we focus on the prediction of the tensile breaking strength, the most commonly used physical property for paper characterization. The model is based on the model developed by Shallhorn and Karnis, which was adapted to take into account the fiber morphological distributions. It was successfully applied in the absence of fiber breaks during the test and validated with the 10 pulps used in the first part of the study.
Source: crossref · Quality: baseline

Research context

OpenAlex topics: Material Properties and Processing · Advanced Cellulose Research Studies · Textile materials and evaluations

SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.

References (16)

Show source-provided references
1. Horn, R., “Morphology of wood pulp fiber from softwoods and influence on paper strength,” U.S. Department of Agriculture Forest Service Research Paper, FPL 242, 1974.
2. W Watson, A.J. and Dadswell, H.E., Appita J. 14(5): 168(1961).10.2307/3186850 ↗
3. V Van den Akker, J.A., Lathrop, A.L, Voelker, M.H., et al., Tappi 41(8): 416(1958).
4. Niskanen, K., Ed., Paper Physics, Fapet Oy, Jyvaskyla, Finland, 1998.
5. Gailolas, C., Costa, A.P., Santos S.M., et al., Appita J. 57(2): 112(2004).
6. Jayaraman, K. and Kortschot, M.T., Nordic Pulp Paper Res. J. 13(3): 233(1998).10.3183/npprj-1998-13-03-p233-242 ↗
7. I I’Anson, S.J. and Sampson, W.W., Compos. Sci. Technol. 67(7): 1650(2007).
8. V Vincent, R., Rueff, M., and Voillot, C., TAPPI J. 8(9): 10(2009).10.32964/TJ8.9.10 ↗
9. Silvy, J., Couty, D., and Arcondara. E., Revue ATIP 45(3): 115(1991).
10. Korteoja, M., Salminen, L.I., Niskanen, K.J., et al., Mater. Sci. Eng. A240: 173(1998).10.1016/S0921-5093(98)00491-2 ↗
11. Alkhasawneh, H. and Cameron, J.H., Transactions of the 13th Fundamental Research Symposium, Pulp And Paper Fundamental Research Committee, Bury, United Kingdom, 2005, p. 563–589.
12. Shallhorn, P. and Karnis, A., Pulp Paper Mag. Can. 80(12): TR92(1979).
13. P Page, D.H., Tappi 52(4): 674(1969).
14. Johnston, R.E., Appita J. 50(5): 400(1997).10.2307/3853178 ↗
15. Jayaraman, K. and Kortschot, M.T., J. Mat. Sci. 31(8): 2059(1996).10.1007/BF00356627 ↗
16. NF EN ISO 1924-1 “Paper and board - determination of tensile properties - part 1: constant rate of loading method.”