首页> 外文会议>ASME biennial conference on engineering systems design and analysis;ESDA2010 >ANISOTROPIC ELASTIC-PLASTIC MECHANICAL PROPERTIES OF THERMALLY BONDED BICOMPONENT FIBRE NONWOVENS
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ANISOTROPIC ELASTIC-PLASTIC MECHANICAL PROPERTIES OF THERMALLY BONDED BICOMPONENT FIBRE NONWOVENS

机译:热粘合双组分纤维无纺布的各向异性弹塑性力学性能

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Having a unique structure, nonwoven fabrics possess distinct mechanical properties dissimilar to those of woven fabrics and composites. Anisotropic elastic-plastic mechanical properties of core/sheath type thermally bonded bicomponent fibre nonwoven textiles are computed based on manufacturing parameters and fibre properties. Initially, tensile tests are performed on nonwoven fabrics and their single fibres to assess their mechanical behaviour and obtain input parameters for the developed algorithms. Random orientation of individual fibres is introduced into the model in terms of the orientation distribution function (ODF). An algorithm, based on the Hough transform, is developed to determine the ODF and calculate the structure's anisotropy. The nonwoven fabric is modelled as an assembly of two regions - bond points and a fibre matrix, having distinct mechanical properties. Bond points are treated as a deformable bicomponent composite material composed of the sheath material of fibres as matrix reinforced with the core material as fibres with random orientation of reinforcement. On the other hand, the fibre matrix is treated as a composite membrane structure having low stiffness in thickness direction. A second algorithm is developed to calculate anisotropic material properties of these regions based on fibrecharacteristics and manufacturing parameters; it can be used in numerical modelling as well as product development and optimization of nonwovens.
机译:非织造布具有独特的结构,具有与织造布和复合材料不同的独特机械性能。基于制造参数和纤维性能计算芯/鞘型热粘合双组分纤维非织造织物的各向异性弹塑性力学性能。最初,对非织造织物及其单纤维进行拉伸测试,以评估其机械性能并获得已开发算法的输入参数。根据方向分布函数(ODF)将单个纤维的随机方向引入模型。开发了一种基于霍夫变换的算法来确定ODF并计算结构的各向异性。非织造织物被建模为两个区域的组合-粘合点和纤维基质,具有不同的机械性能。结合点被视为一种可变形的双组分复合材料,由纤维的皮层材料作为基质增强,而芯层材料作为具有随机增强方向的纤维增强。另一方面,纤维基质被视为在厚度方向上具有低刚度的复合膜结构。开发了第二种算法来计算基于纤维的这些区域的各向异性材料属性 特性和制造参数;它可用于数值建模以及产品开发和非织造布的优化。

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