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A NEW EMBEDDED-ZONE METHOD ON COMPUTATION OF THE TRANSVERSE ELASTIC PROPERTIES OF FIBER-REINFORCED COMPOSITES

机译:一种新的纤维增强复合材料横向弹性特性计算的新型嵌入区域方法

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There are many methods on computation of transverse elastic properties of unidirectional fiber-reinforced composites when using the finite element method, such as three-dimension model, two-dimension plane strain model, unit cell model, etc. But unit cell models could be used only when the fibers are arrayed regularly. The computations of three- and two-dimension plane strain models are tremendous when many fine fibers are spread randomly in the matrix so that the properties of block of composite must be computed. The paper proposes a new embedded-zone method to compute the transverse elastic properties for a block of fiber-reinforced composites containing a great amount of fibers embedded in the matrix stochastically while using very little computational work compared with three- and two-dimension plane strain model. The transverse elastic modulus and shear modulus of unidirectional fiber-reinforced composites are computed.
机译:当使用有限元方法时,有许多关于单向纤维增强复合材料的横向弹性特性的方法,例如三维模型,二维平面应变模型,单位电池模型等。但是可以使用单位细胞模型只有当纤维定期排列时才会排列。当许多细纤维在基质中随机扩散时,三维和二维平面应变模型的计算是巨大的,从而必须计算复合块的性能。本文提出了一种新的嵌入区域方法,用于计算含有大量纤维的纤维增强复合材料块的横向弹性,同时使用非常少的计算工作,而与三维平面应变相比,使用非常小的计算工作模型。计算单向纤维增强复合材料的横向弹性模量和剪切模量。

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