2016
DOI: 10.1007/s10853-016-9901-z
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Strength prediction for bi-axial braided composites by a multi-scale modelling approach

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Cited by 44 publications
(25 citation statements)
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“…Relevant finite element models and analytical solutions specifically for the prediction of the mechanical properties of natural fiber composites are relatively limited in the reported studies. For instance, carbon fibers are normally considered as transversely isotropic material during finite element analysis [16]. Investigation carried out to observe the microstructure of flax fibers found a concentric multi-wall structure of elementary flax fiber [17].…”
Section: Introductionmentioning
confidence: 99%
“…Relevant finite element models and analytical solutions specifically for the prediction of the mechanical properties of natural fiber composites are relatively limited in the reported studies. For instance, carbon fibers are normally considered as transversely isotropic material during finite element analysis [16]. Investigation carried out to observe the microstructure of flax fibers found a concentric multi-wall structure of elementary flax fiber [17].…”
Section: Introductionmentioning
confidence: 99%
“…The cross section shape of the braiding yarns is considered as octagon containing an inscribed ellipse. The relationship between the major radius a and minor radius b of the ellipse and interior braiding angle of braided composites γ, is expressed as 3 cos a b γ = (18) As displayed in Fig. 4, W x , W y and h represent the width, thickness and height of the unit-cell model respectively, and they can be calculated as:…”
Section: Unit-cell Structural Modelmentioning
confidence: 99%
“…For continuous materials with periodic microstructure, two continuity conditions need to be satisfied at the boundaries of the neighboring unit-cells at the same time: (1) the displacement should be continuous; (2) the traction should be continuous. For the treatment of the boundary conditions of the unit-cell model of textile composites, homogeneous strain and stress boundary conditions were adopted by some researchers [16][17][18] to simplify the loading application process. However, it has been proven that [19] if the homogeneous strain boundary conditions are imposed in the unit-cell, the upper-bound of the material elastic constants are obtained while the traction continuity condition cannot be satisfied.…”
Section: Introductionmentioning
confidence: 99%
“…A similar method was applied by Wang et al (2016a) to predict tensile strength of bi-axial braided composites with various braiding angles (Fig. 5), while studies by Ahn and Yu (2016) and Zhong et al (2017) focused on a bending response of braided composites.…”
Section: ð19þmentioning
confidence: 99%