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Crack Growth in Three-Point Bend Specimens Made of Polymeric Foams

机译:由聚合物泡沫制成的三点弯曲标本中的裂纹增长

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The problem of crack growth in a three-point bend specimen made of polymeric foams is investigated. Polymeric foams are anisotropic materials and cracks, generally, propagate under mixed-mode loading. The axes of material anisotropy are inclined with respect to the crack plane. Due to the anisotropy of the material crack kinking occurs even though the applied load is symmetrical with respect to the crack plane. The study will take place within the frame of linear elastic fracture mechanics of anisotropic media. The strain energy density criterion will be used for the determination of the critical load of crack initiation and crack growth path under mixed-mode loading. The opening-mode and sliding-mode stress intensity factors are determined by a finite element program. A special circular core element surrounding the crack tip with 19 nodes is used. The core element is joined to the conventional 12-node quadrilateral element by requiring that the displacement at the nodes on the circumference of the core element match the corresponding singular solution. Results are obtained for the critical load of crack initiation and crack growth trajectories as a function of the orientation of the axes of material symmetry and the anisotropy of the material.
机译:研究了由聚合物泡沫制成的三点弯曲标本中裂纹生长的问题。聚合物泡沫是各向异性材料和裂缝,通常在混合模式负载下传播。材料各向异性的轴相对于裂缝平面倾斜。由于材料的各向异性,即使施加的负载相对于裂缝平面对称,也会发生裂纹扭结。该研究将在各向异性介质的线性弹性骨折机制框架内进行。应变能密度标准将用于确定混合模式负载下裂纹引发和裂纹生长路径的临界负荷。开口模式和滑模应力强度因子由有限元程序确定。使用围绕带有19个节点的裂缝尖端的特殊圆芯元件。核心元件通过要求在核心元件的圆周上的节点上的位移与相应的奇异解决方案匹配的节点上的位移来连接到传统的12节点四边形元件。作为裂纹引发和裂纹生长轨迹的临界负荷作为材料对称轴的函数和材料的各向异性的函数获得的结果。

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