A study of computational mechanics of 3D spacer fabric: factors affecting its compression deformation
Source abstract
Abstract
Mechanical properties of a 3D spacer fabric are determined both by mechanical properties of its components and its unique structure. However, at present, there is no well-received method to describe the mechanical performance of a 3D spacer fabric. In this article, numerical methods are used to analyze a compression mechanism of a typical 3D spacer fabric, as an example, based on features of its structure. Micro X-ray computed tomography was used to determine a precise geometry model of the studied fabric. To give a deeper understanding of the effects of the fabric’s structure on its mechanical properties, the finite element (FE) method was used to simulate the compression process of the fabric; seven FE models were developed to simulate its compression behavior. Based on results obtained with these models, the compression mechanism of the 3D spacer fabric is summarized and the factors affecting it are determined. The same method of analysis can be extended to other studies of 3D fabrics.
Source: openaire · Quality: candidate unverified · Source record ↗
Research context
OpenAlex topics: Textile materials and evaluations · Mechanical Behavior of Composites · Structural Analysis and Optimization
SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.
References (13)
Show source-provided references
1. Hearle JWS (2011) In: Proceedings of the 3rd world conference on 3D fabrics and their applications, p 1
2. Hearle JWS, Konopasek M, Newton A (1972) Text Res J 10:61310.1177/004051757204201014 ↗
3. Collier JR, Collier BJ, Toole GO et al (1991) J Text Inst 82:9610.1080/00405009108658741 ↗
4. Gan L, Steven GP, Ly N (1991) In: Proceeding of 6th International Conference in Australia on Finite Element Methods, pp 402–414
5. Hou X, Acar M, Silberschmidt V (2009) Comput Mater Sci 46:70010.1016/j.commatsci.2009.07.007 ↗
6. Grosberg P, Kedia S (1966) Text Res J 38:7110.1177/004051756603600109 ↗
7. Hearle JWS, Shanahan WJ (1978) J Text Inst 69:8110.1080/00405007808631425 ↗
8. Ghosh TK, Batra SK, Barker RL (1990) J Text Inst 81:24510.1080/00405009008658708 ↗
9. Mueller DH, Kochmann M (2004) Int Nonwoven J Spring:56
10. Limem S, Warner SB (2005) Text Res J 75:6310.1177/004051750507500112 ↗
11. Hou X, Acar M, Silberschmidt V (2011) Comput Mater Sci 50:129210.1016/j.commatsci.2010.03.009 ↗
12. Vassiliadis S, Kallivretaki A, Psilla N et al (2009) Fibres Text East Eur 17:56
13. Hou X, Hu H, Liu Y (2011) Comput Mater Continua 591:1