2016
DOI: 10.1016/j.compstruct.2016.01.080
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Three-dimensional nonlinear constitutive model for composites

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Cited by 18 publications
(10 citation statements)
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“…The shear stress obtained from compression tests is slightly higher than that from tension tests. This may indicate the dependence of in-plane shear response upon hydrostatic pressure [18,19] and thus caused different deformation and failure mechanisms, as discussed in Section4.1. When comparing the results against constitutive models readily available in commercial simulation packages, it is clear that not taking into account the rotation of fibre not only results in an increase in the apparent stress calculated using small strain theory, but it also causes the apparent reduction in stiffness in the original fibre orientation and a change in the in-plane distribution of stresses.…”
Section: Shear Response With Correction Of Fibre Rotation Effectmentioning
confidence: 96%
“…The shear stress obtained from compression tests is slightly higher than that from tension tests. This may indicate the dependence of in-plane shear response upon hydrostatic pressure [18,19] and thus caused different deformation and failure mechanisms, as discussed in Section4.1. When comparing the results against constitutive models readily available in commercial simulation packages, it is clear that not taking into account the rotation of fibre not only results in an increase in the apparent stress calculated using small strain theory, but it also causes the apparent reduction in stiffness in the original fibre orientation and a change in the in-plane distribution of stresses.…”
Section: Shear Response With Correction Of Fibre Rotation Effectmentioning
confidence: 96%
“…Furthermore, while some of these phenomena are associated with a decrease in modulus, such as plasticity and damage, a competing stiffening effect on the stress-strain curve is induced by others. In the case of loading in the x direction, the primary load carrying carbon fibres in the axial yarns exhibit stiffening due to their non-Hookean constitutive behaviour [26][27][28]. At the same time, minor undulations in axial bundles caused 255 by nesting effects of multiple braid plies diminish as the fibres align progressively with the load.…”
Section: Loading In the Axial (X) Directionmentioning
confidence: 99%
“…The 1'-direction is aligned with the fiber direction of the nondeformed state. As shown in Mandel et al., 27 the deformation-induced rotation angle is given by the longitudinal shear strains ɛ'12 and ɛ'13 as and the orientation of the rotation axis is given by the vector The resulting rotation tensor R θ is …”
Section: Nonlinear Materials Modelmentioning
confidence: 98%