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Delamination in flat sheet geometries with material imperfections and thickness variations

机译:具有材料缺陷和厚度变化的平板几何形状分层

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摘要

In this paper the influence of material imperfections, in the form of small delamination damage, thickness variations and boundary conditions on the fracture behavior of singly and multiply delaminated plates subject to quasi-static out of plane loading is investigated. To simplify the problem and highlight relevant mechanisms, cylindrical bending deformation is assumed and the problem is solved using a semi-analytic model, based on Timoshenko beam theory, that includes relative rotations of the sublaminates at the delamination tips to account for near tip deformations. The results show that the presence of small delamination damage, consisting of an array of small parallel delaminations, induces phenomena of amplification and shielding of the energy release rate of a main delamination propagating through the damaged area. The damage also leads to modification of the mode ratio. Similar phenomena are observed in plates with geometric discontinuities, which are idealizations of stiffeners, patches and cross section variations. These behaviors are controlled by the boundary and loading conditions.
机译:本文研究了材料缺陷的影响,包括小的分层损伤,厚度变化和边界条件对单层和多层分层板在准平面外载荷作用下的断裂行为的影响。为了简化该问题并突出相关机制,我们假设圆柱弯曲变形并使用基于Timoshenko梁理论的半解析模型解决了该问题,该模型包括分层末端处子层板的相对旋转以解决近端末端变形。结果表明,由一系列小的平行分层组成的小分层损坏的存在会引起放大现象,并屏蔽传播通过损坏区域的主要分层的能量释放速率。损坏还导致模数比的改变。在具有几何不连续性的板中观察到类似现象,这是对加强筋,斑块和横截面变化的理想化。这些行为受边界和加载条件的控制。

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