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Analysis of composite reinforcement at mesoscopic scale from X-ray microtomography

机译:X射线微观图谱介观尺度的复合钢筋分析

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During the pre-forming stage of the RTM process, large deformations can occur, especially for double-curved shapes. Knowing the mechanical behaviour and the actual geometry of fibrous reinforcements at the mesoscopic scale is of great importance for several applications like permeability evaluations. As such, forming modeling is particularly demanding on the quality of geometric modeling and on the mesh associated. Indeed, analysis of the internal structure of materials in general, and woven materials especially, recently led to major advances. X-ray Micro Tomography (XRMT or μCT) allows detailed and accurate 3D observations inside the sample, which is not possible with the standard microscopy techniques restrained to surface observations. It distinguishes the yarns and even the fibers that define the directions of anisotropy of the material. A FE model is generated from the processed tomography images. It has been chosen in this study to use hypoelasticity behaviour law. Indeed, the yarns are submitted to large deformations, so that the orientation of the material is significantly modified and the fiber direction has to be strictly followed in order to fulfil the principle of objectivity. A way to retrieve the neutral composite reinforcement axis by skeletonization is proposed in order to know the privileged direction of the yarn and thus implement it in the constitutive law. A comparison between experimental and simulations obtained from μCT and idealized geometry of a transverse compression test on the G0986 is presented.
机译:在RTM工艺的预成型阶段,可能发生大变形,特别是对于双弯曲形状。了解介乎介质规模的机械行为和实际几何形状,对于渗透性评估等若干应用来说是非常重要的。因此,形成建模特别需要对几何建模和网格相关联的质量。实际上,尤其是织造材料的内部结构分析,特别是织物,最近导致了重大进展。 X射线微型层析造影(XRMT或μCT)允许样品内的详细和精确的3D观察,这是不可能抑制到表面观察的标准显微镜技术。它区分纱线甚至是定义材料各向异性方向的纤维。从处理的断层摄影图像生成FE模型。它已被选中在本研究中以使用低弹性行为法。实际上,纱线被提交到大变形,从而显着改变了材料的取向,并且必须严格遵循纤维方向以实现客观性原则。提出了一种通过骨架化检索中性复合增强轴的方法,以便在本构规则中了解纱线的特征方向,从而实现它。提出了从G0986上的μCT获得的实验和模拟与G0986上的横向压缩测试的理想几何学之间的比较。

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