This paper provides a critical overview about the state of the art in the area of three-dimensional modeling of braided structures. It gives a generalized geometrical approach for modeling braided structures with arbitrary floating length and filaments in the yarn. The approach is tested with large set of structures of different types. Subsequently, one of the simulated geometries is compared with the real geometry of braided tube.
LiaoTAdanurS. A novel approach to three-dimensional modeling of interlaced fabric structures. Text Res J1998; 68: 841–847.
2.
RawalAPotluriPSteeleC. Geometrical modeling of the yarn paths in three-dimensional braided structures. J Ind Text2005; 35: 115–135.
3.
RawalAPotluriPSteeleC. Prediction of yarn paths in braided structures formed on a square pyramid. J Ind Text2007; 36: 221–226.
4.
Kyosev Y. Model generator for tubular braided fabrics. In: Lomov SV (ed.) proceedings of finite element modelling of textiles and textile composites, St.-Petersburg, Russia, 26–28 September 2007.
5.
Kyosev Y, Brücken A, Tillmanns A, et al. Modeling of the geometry and numerical calculation of the elasticity parameters of 3d braided shapes. In: Advani SG and Gillespie JW (eds) Recent advances in textile composites: proceedings of the 9th international conference on textile composites (TEXCOMP9), Lancaster, PA: DEStech Publications, 2008, pp.255–263.
6.
Proshkov A. Mechanisms for yarn winding (topics of design): in Russian, original title: Прошков, А.Ф. Механизмы раскладки нити (вопроcы проектирования), Москва, Легпромбытиздат. Moscow: Legpromizdad, 1986.
7.
Pastore CM, Birger A and Clyburn E. Geometrical modelling of textile reinforcements. In: Poe CC and Harris CE (eds) Mechanics of textile composites conference. NASA, Hampton, Virginia Hampton, 1995, pp.597–623.
Bogdanovich AE, Pastore CM and Birger A. Analysis of composite shallow shell structure reinforced with textiles. In: Hamelin P and Verchery G (eds) Textile composites in Building construction, Part 2. Paris, Pluralis, 1992, pp.35–44.
10.
LomovSParnasRBandyopadhyay GhoshS. Experimental and theoretical characterization of the geometry of two-dimensional braided fabrics. Text Res J2002; 72: 706–712.
11.
AlpyildizT. 3D geometrical modelling of tubular braids. Text Res J2012; 82: 443–453.
12.
RawalAGuptaSSaraswatH. Geometrical modeling of near-net shape braided preforms. Text Res J2015; 85: 1055–1064.
13.
Lomov SV, et.al. Wisetex. Department MTM, KU Leuven, 2012.
14.
Kyosev Y. Braiding technology for textiles: principles, design and processes: Woodhead Publishing Series in Textiles No. 158. 1st ed. Cambridge: Woodhead Publishing Limited, 2014.
15.
Kyosev Y. TexMind Braider, Mönchengladbach, www.texmind.com (2012).
16.
Kyosev Y. Computer aided colour and structural design of braided structures. In: Chen X and Hearle J (eds) CD-ROM proceedings of the first international conference on digital technologies for the textile industries, Manchester, 5–6 September. Manchester: TexEng Software Ltd, 2013.
17.
Lepperhoff B. Die flechterei. 3rd ed. Eugen G. Leuze Verlag, Saulgau/Württenberg, 1953.
18.
Goseberg F, Brabender K and Moeller P. Textiltechnik maschinengeflechte: ausbildungsmittel unterrichtshilfen. Frankfurt am Mai: Arbeitgeberkreis Gesamttextil, 1981.
19.
Engels H. Handbuch der schmaltextilien. Die Flechttechnologie. Teil I: maschinen und verfahren zur erzeugung konventioneller geflechte. Mönchengladbach, Fachbereich Textil- und Bekleidungstechnik, Hochschule Niederrhein,1994.
20.
Smart J and Roebling R, Zeitlin V, et al. wxWidgets cross platform GUI Library: wxWidgets, 2015.
21.
KyosevYAngelovaYKovarR. 3D modelling of plain weft knitted structures from compressible yarn. Res J Text Apparel2005; 9: 88–97.