journal article·1993-06

A modeling approach to thermoplastic pultrusion. I: Formulation of models

B. Tomas Åström, R. Byron Pipes

Polymer Composites· Volume 14· Issue 3
Publisher page

Abstract

Abstract A fundamental understanding of the effects of processing parameters and die geometry in a pultrusion process requires a mathematical model in order to minimize the number of necessary experiments. Previous investigators have suggested a variety of models for thermoset pultrusion, while comparatively little effort has been spent modeling its less well understood thermoplastic counterpart. Herein, models to describe temperature and pressure distributions within a thermoplastic composite as it travels through the pultrusion line are presented. The temperature model considers heat transfer in an infinite slab with either prescribed boundary temperature, or prescribed heat flux from the surfaces. The pressure model is based upon matrix flow relative to the fibers and incorporates a non‐Newtonian matrix viscous, compaction, and friction resistance, is also presented. The models are evaluated studying and ideal pultrusion process for manufacturing of unidirectional carbon‐fiber‐reinforced polyether ehterketone composites.
Source: crossref · Quality: baseline

Research context

OpenAlex topics: Epoxy Resin Curing Processes · Mechanical Behavior of Composites · Textile materials and evaluations

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

References (43)

Show source-provided references
1. H. L.Price PhD thesis Old Dominion University Norfolk Va. (1979).
2. C. D.Douglas PhD thesis Massachusetts Institute of Technology Cambridge Mass. (1983).
3. Aylward L. · Pol. Proc. Eng. · 1985 · 3 · 247
4. T. J.Tulig in “A Heat Transfer and Reaction Model for Pultrusion ” AIChE Annual Meeting (1985).
5. R. V.Richard PhD thesis Tufts University Medford. Mass. (1986).
6. Ma C. C. M. · SAMPE J. · 1986 · 22 · 42
7. Han C. D. · SPI Comp. Inst. Ann. Conf. · 1985 · 40 · 2
8. 10.1002/pen.76026060410.1002/pen.760260604 ↗
9. L. J.Langan MS thesis Massachusetts Institute of Technology Cambridge Mass. (1986).
10. Walsh S. M. · Int. SAMPE Symp. · 1988 · 33 · 1433
11. G. L.Batch PhD thesis University of Minnesota Minneapolis (1989).
12. R. M.HackettandS. N.Prasad inAdvances in Thermoplastic Matrix Composite Materials G. M.Newaz ed. ASTMSTP 1044 p.62 Am. Soc. for Test. and Mat. Philadelphia(1989).
13. Viola G. · Int. SAMPE Symp. · 1990 · 35 · 1968
14. Wu H. T. · SAMPE J. · 1990 · 26 · 59
15. 10.1021/ba-1984-0206.ch01810.1021/ba-1984-0206.ch018 ↗
16. Bibbo M. A. · SPE ANTEC Tech, Papers · 1986 · 32 · 1430
17. T. G.GutowskiandZ.Cai inThe Manufacturing Science of composites Manufacturing International '88 p.13 The Am. Soc. of Mech. Eng. (1988).
18. Kim Y. R. · SPE ANTEC Tech. Papers · 1991 · 37 · 1966
19. Larock J. A. · SPI Comp. Inst. Ann. Conf. · 1989 · 44 · 8
20. 10.1177/08927057890020030410.1177/089270578900200304 ↗
21. Åtröm B. T. · SPI Comp, Inst, Ann, Conf. · 1991 · 46 · 4‐A
22. SAMPE Q. · 1991 · 22 · 55
23. 10.1889/1.203624510.1889/1.2036245 ↗
24. Bates P. J. · SPE ANTEC Tech. Papers · 1991 · 37 · 2047
25. 10.1177/00219983920260090710.1177/002199839202600907 ↗
26. Åströ B. T. · Int. Conf, Comp. · 1991 · 8 · 13
27. A. R.Madenjian MS thesis University of Lowell Mass (1995);
28. SPI Comp. Inst. Ann. Conf. · 1985 · 40 · 11
29. Cowen G. · IMechE · 1986 · 22 · 105
30. 10.1177/08927057890020030510.1177/089270578900200305 ↗
31. Fanucci J. P. · Int. SAMPE Tech. Conf. · 1990 · 22 · 50
32. Lambing C. L. T. · SPI Comp. Inst. Ann. Conf. · 46 · 17‐B
33. Denn M. M. · 1980
34. Bird R. B. · 1987
35. 10.1007/BF0154766610.1007/BF01547666 ↗
36. 10.1177/00219983870210070510.1177/002199838702100705 ↗
37. Cogswell F. N. · 1981
38. 10.1016/0017-9310(72)90118-410.1016/0017-9310(72)90118-4 ↗
39. 10.1016/0017-9310(73)90227-510.1016/0017-9310(73)90227-5 ↗
40. Holman J. P. · 1986
41. L. E.TaskeII Pers. Communic. BASF Charlotte N. C. (1990).
42. 1989
43. 1991