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Modeling of fabric starting from the single yarn behavior

机译:从单个纱线行为开始的织物建模

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Textiles are discrete and highly inhomogeneous materials, which makes their modelling difficult. Models of three different kinds have emerged throughout the literature: geometrical models [PEIRCE (1937)], mechanical or force models [PEIRCE (1937), OLOFSSON (1964)] and energetic models [DE JONG and POSTLE (1977and 1978)]. Three main scales can be identified: the microscopic scale (the yarn), the macroscopic scale and the intermediate scale (the undulation of the yarn), called here and in the sequel the mesoscopic scale. Studying the behavior of the thread is an essential step towards the analysis at the mesoscopic and the macroscopic scales. A geometric homogenization technique is first applied in order to obtain a limit model of a straight beam. Equivalent mechanical moduli are obtained, which in turn allow to draw "traction curves". Next, a constitutive law in large transformations is given, through a micropolar hyperelastic constitutive law.
机译:纺织品是离散且高度不均匀的材料,这使其造型难以。在整个文献中出现了三种不同类型的模型:几何模型[Peirce(1937)],机械或力模型[Peirce(1937),Olofsson(1964)]和精力量模型[De Jong和Postle(1977年)]。可以识别三个主要刻度:在这里和介绍中,微观尺度(纱线),宏观尺度和中间尺度(纱线的下降)(纱线的下降)和中间尺度称为介绍。研究线程的行为是朝着介观和宏观尺度分析的重要步骤。首先应用几何均匀化技术以获得直梁的极限模型。获得等效的机械模量,这反过来允许绘制“牵引曲线”。接下来,通过微柱素超弹性本构法给出了大转化的组成型法。

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