Carbon composites based on multiaxial multiply stitched preforms. Part V: Geometry of sheared biaxial fabrics

Composites Part A: Applied Science and Manufacturing

Volumn 37, Issue 1, 2006, Pages 103-113

  Loendersloot, R ^a   Lomov, S V ^b   Akkerman, R ^a   Verpoest, I ^b  

^a UNIVERSITY OF TWENTE   (Netherlands)

^b UNIVERSITY OF LEUVEN   (Belgium)

Author keywords

A. Fabrics textiles; B. Microstructure; Internal geometry; Multi axial performs

Indexed keywords

COMPOSITE MICROMECHANICS; FABRICS; IMPREGNATION; MATHEMATICAL MODELS; MICROSTRUCTURE; SHEAR DEFORMATION;

CELL LENGTH; INTERNAL GEOMETRY; MULTI-AXIAL PERFORMS; STITCH YARN INDUCED FIBRE DISTORTIONS (SYD);

CARBON CARBON COMPOSITES;

COMPOSITES; IMPREGNATION; MATHEMATICAL MODELS; MICROSTRUCTURE; SHEAR STRESS;

EID: 29244460392     PISSN: 1359835X     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.compositesa.2005.04.013     Document Type: Article

References (27)

1. S.V. Lomov, E.B. Belov, T. Bischoff, S.B. Ghosh, T. Truong Chi, and I. Verpoest Carbon composites based on multiaxial multiply stitched preforms. part I: geometry of the preform Compos Part A 33 2002 1171 1183
2. S.V. Lomov, I. Verpoest, M. Barburski, and J. Laperre Carbon composites based on multiaxial multiply stitched preforms. part II: KES-F characterisation of the deformability of the preforms at low loads Compos Part A 34 2003 359 370
3. Lomov SV, Barburski M, Stoilova Tz, Verpoest I, Akkerman R, Loendersloot R, ten Thije RHW. Carbon composites based on multiaxial multiply stitched preforms. Part III: biaxial tension, picture frame and compression tests of the preforms. Compos Part A [In press].
4. Truong Chi, T., Vettori, M., Lomov, S.V., Verpoest, I., Carbon composites based on multiaxial multiply stitched preforms. part IV:-Mechanical properties of composites and damage observation. Composites Part A,-:in print, 2005.
5. A.C. Long, C.D. Rudd, M. Blagdon, K.N. Kendall, and M. Demeri Simulation and measurement of reinforcement deformation during preform manufacture Polym Polym Compos 4 5 1996 335 341
6. A.C. Long, P.J. Blanchard, C.D. Rudd, and P. Smith The development of an integrated process model for liquid composite moulding Compos Part A 29 1998 847 854
7. T.S. Lundström The permeability of non-crimp stitched fabrics Compos, Part A: Appl Sci Manuf 31 2000 1345 1353
8. Robitaille F, Long A, Sherburn M, Wong CC, Rudd C. Predictive modelling of processing and performance properties of textile composite unit cells: current status and perspectives. In Proceedings of ECCM-11 Conference, Rhodos, Greece; 2004. [CD-Edition].
9. Nordlund M, Lundström TS. The effect of geometrical features of non-crimp fabrics on the permeability. In Proceedings of ECCM-11 Conference, Rhodos, Greece; 2004. [CD-Edition].
10. Lekakou C, Edwards S, Bell G, Amico SC. Computer modeling for the prediction of the in-plane permeability of non-crimp stitch bonded fabrics. In Proceedings of FPCM-7, Newark Delaware; 2004. p. 361-5.
11. ten Thije RHW, Loendersloot R, Akkerman R. Material characterization for finite element simulation of draping with non-crimp fabrics. In Proceedings of ESAFORM, Salerno, Italy; 2003. p. 859-62.
12. E.B. Belov, S.V. Lomov, I. Verpoest, T. Peeters, D. Roose, R.S. Parnas, K. Hoes, and H. Sol Modelling of permeability of textile reinformcements: Lattice Boltzmann method Compos Sci Technol 64 2004 1069 1080
13. S.V. Lomov, G. Huysmans, Y. Luo, R.S. Parnas, A. Prodromou, I. Verpoest, and F. Phelan Textile composites: modelling strategies Compos Part A 32 2001 1379 1394
14. S.V. Lomov, G. Huysmans, and I. Verpoest Hierarchy of textile structures and arxhitectures of fabric geometry models Textile Res J 71 6 2001 534 543
15. S.V. Lomov, T. Truong Chi, I. Verpoest, T. Peeters, D. Roose, P. Boisse, and A. Gasser Mathematical modelling of internal geometry and deformability of woven preforms Int J Forming Proc 6 2003 413 442
16. Loendersloot R, ten Thije RHW, Lomov SV, Akkerman, R, Verpoest I. Geometry, compressibility and porosity of sheared non-crimp fabrics. In Proceedings of SiComp Conference, Piteå; 2003. [CD-edition].
17. M. Schneider, K. Edelmann, and U. Tiltmann Quality analysis of reinforcement structures for composites by digital image processing K. Drechsler Proceedings of SAMPE Europe, Paris vol. 25 2004 267 272
18. Nordlund, M., Lundström, T.S., Frishfelds, V., Jakovics, A., Permeability network of non-crimp fabrics. In Proceedings of FPCM-7 Conference, Newark Delaware, pages 373-377 2004.
19. Loendersloot R, Lomov SV, Akkerman R, Verpoest I. Architecture and permeability of sheared carbon.bre non-crimp fabrics. In Proceedings of SAMPE Europe, Paris; 2003. p. 141-8.
20. Loendersloot R, ten Thije RHW, Akkerman R, Lomov SV. Permeability prediction of non-crimp fabrics based on a geometric model. In Proceedings of ECCM-11 Conference, Rhodos, Greece; 2004. [CD-Edition].
21. Endruweit A, Lond AC, Robitaille F, Rudd CD. Dependence of permeability variations on the textile structure. In Proceedings of ECCM-11 Conference, Rhodos, Greece; 2004. [CD-Edition].
22. Korn GA, Korn TM. Mathematical handbook for scientists and engineers. New York: McGraw-Hill, 2 ed, 19.
23. R.J. Larsen, and M.L. Marx Statistics 1990 Prentice-Hall, Inc. Englewood Cliffs, NJ
24. C.M. Jarque, and A.K. Bera Efficient test for normality, homoscedasticity and serial independence of regression residuals Economics Lett 6 1980 255 259
25. C.M. Jarque, and A.K. Bera A test for normality of observations and regression residuals Int Stat Rev 55 1987 163 172
26. G.G. Judge, R.C. Hill, W.E. Griffiths, H. Lutkepohl, and T.-C. Lee Introduction to the theory and practice of econometrics 2nd ed 1988 Wiley New York
27. Wiggers J, Long AC, Harrison P, Rudd CD. The effects of stitch architecture on the shear compliance of non-crimp fabrics. In Proceedings of sixth ESAFORM Conference on Material Forming; 2003. p. 851-4.