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Position and size effects on voids growth in nonlinear elasticity

机译:位置和尺寸对非线性弹性中空隙增长的影响

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Numerical studies of multiple voids growth are carried out on a nonlinear hyper-elastic 2D cylinder subjected to an expansionary boundary condition. For certain compressible hyper-elastic material, our numerical experiments on the case of two voids revealed that both the positions and initial sizes of the pre-existing voids can have significant effects on the final grown configuration. We found that, for the initial voids of macroscopic scale both factors affect the final result in a continuous manner and two grown voids of comparable size are commonly observed, and for the initial voids of mesoscopic scale the size effect is no longer continuous and one of the grown voids is always found significantly greater than the other, while for the initial voids of microscopic scale the position effect is essentially decisive on the voids growth and the center positioned void always grows much more rapidly. We also found that the size and position effects are stronger if the material is less compressible, or the load, with the smaller principle stress in alignment with the two voids, is less symmetric.
机译:在经受膨胀边界条件的非线性超弹性2D圆柱体上进行了多个孔隙增长的数值研究。对于某些可压缩的超弹性材料,我们在两个空隙的情况下进行的数值实验表明,既存空隙的位置和初始尺寸都可能对最终的生长形态产生重大影响。我们发现,对于宏观尺度的初始空隙,两个因素都以连续的方式影响最终结果,并且通常观察到两个生长的,具有可比尺寸的空隙,而对于介观尺度的初始空隙,尺寸效应不再是连续的,并且其中之一总是发现生长的空洞明显大于另一个空洞,而对于微观尺度的初始空洞,位置效应对空洞的生长起决定性作用,而位于中心的空洞总是增长得更快。我们还发现,如果材料的可压缩性较小,或者与两个空隙对齐的主应力较小的载荷的对称性较小,则尺寸和位置效应会更强。

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