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首页> 外文期刊>Quarterly of Applied Mathematics >Remarks on instabilities and ellipticity for a fiber-reinforced compressible nonlinearly elastic solid under plane deformation
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Remarks on instabilities and ellipticity for a fiber-reinforced compressible nonlinearly elastic solid under plane deformation

机译:纤维增强可压缩非线性弹性固体在平面变形下的不稳定性和椭圆率的说明

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摘要

In this paper we examine loss of ellipticity and associated failure for fiber-reinforced compressible nonlinearly elastic solids under plane deformation. The analysis concerns a material model that consists of an isotropic base material augmented by a reinforcement dependent on the fiber direction. We examine reinforcement that introduces additional stiffness under shear deformations. It is shown that loss of ellipticity may be associated with, in particular, a weak surface of discontinuity normal to or parallel to the deformed fiber direction or at an intermediate angle. More particularly, under uniaxial loading in the fiber direction loss of ellipticity may be associated with different failure mechanisms. Under compression these include fiber kinking and fiber splitting, while under extension the relevant mechanism is matrix failure.
机译:在本文中,我们研究了平面变形作用下纤维增强的可压缩非线性弹性固体的椭圆度损失和相关的破坏。该分析涉及一种材料模型,该模型由各向同性基础材料组成,这些基础材料由取决于纤维方向的增强材料进行增强。我们研究了在剪切变形下引入额外刚度的钢筋。示出了椭圆度的损失尤其可能与垂直于或平行于变形的纤维方向或以中间角度的不连续的弱表面有关。更特别地,在纤维方向上的单轴载荷下,椭圆度的损失可能与不同的破坏机理有关。在压缩下,这些包括纤维扭结和纤维分裂,而在扩展下,相关的机制是基体破坏。

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