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Bifurcations in a dipole asymptotic model of crack arrays, a closer look

机译:裂纹阵列的偶极渐近模型中的分叉,仔细观察

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摘要

It is known that simultaneous growth of a number of cracks is prone to localisation when a single crack continues to grow, suppressing the growth of the others (as discussed in Horii). In that paper the bifurcation in growth of a pair of cracks was analysed. In Dyskin & Muhlhaus this was extended, using the dipole model, to the consideration of bifurcations associated with the quasistatic growth of arrays containing an infinite number of cracks.
机译:众所周知,当单个裂纹继续生长时,许多裂纹的同时生长易于局部化,从而抑制了其他裂纹的生长(如Horii中所述)。在那篇论文中,分析了一对裂纹的分叉。在Dyskin&Muhlhaus中,使用偶极子模型将其扩展为考虑与包含无限数量裂纹的阵列的准静态增长相关的分叉。

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