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Higher Order Crack Tip Fields for Physical Weak-Discontinuous Crack of Linear FGMs Cylindrical Shell with Reissner's Effect

机译:线性FGMS圆柱壳的物理弱不连续裂缝具有重新签发的高阶裂纹尖端

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摘要

The physical weak-discontinuous problem of an axis-directional interfacial crack between homogeneous material and functionally graded materials (FGMs) cylindrical shells is studied. Base on Reissner plate theory, the governing equations are derived for weak-discontinuous problems of cylindrical shells. The higher order crack tip fields of homogeneous materials and FGMs regions are given and assembled. The crack tip fields obtained also have the same nature of eigen-function as Williams' solution and the structure of higher order crack tip fields is analysed.
机译:研究了均匀材料和功能梯度材料(FGMS)圆柱壳之间的轴向界面裂缝的物理弱不连续问题。基于Reissner板理论的基础,导出了用于圆柱形壳体的弱不连续问题的控制方程。给出并组装均匀材料和FGMS区域的高阶裂纹尖端。所获得的裂缝尖端的裂缝尖端也具有与威廉姆斯的解决方案相同的特征性,并且分析了高阶裂纹尖端场的结构。

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