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Modeling of a compact functionally graded cellular structure: a finite element study for medium and high strain rates

机译:紧凑的功能梯度细胞结构的建模:中高应变率的有限元研究

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摘要

The work discussed here is a continuation of study performed previously (Ali et al. in Int J Adv Eng Softw 39:95-106, 2008), in which we presented a detailed analysis of quasi-static and low dynamic response (up to strain rates of 1,200 s~(-1)) for a compact functionally graded cellular structure found in a banana peel. In this paper, we focus on the in-plane response of the graded structure under medium and high velocity impacts (strain rates ranging from 2,400 to 12,416 s~(-1)). A theoretical model developed earlier (Ali et al. in Int J Adv Eng Softw 39:95-106, 2008) for predicting the static, quasi-static, and low dynamic response of the graded structure is modified to take into account high dynamic effects. Different critical energy absorbing characteristics, e.g., deformation modes, collapsing mechanism, crushing stress, locking strain, total energy absorbed, etc. are discussed. The output of the high strain analytical model is compared with finite element simulations. The results show that the analytical model aligns well with finite element output for high dynamic cases.
机译:这里讨论的工作是先前所做研究的延续(Ali等人,Int J Adv Eng Softw 39:95-106,2008),其中我们对准静态和低动态响应(直至应变)进行了详细分析。在香蕉皮中发现了一个紧凑的功能梯度细胞结构,其速率为1200 s〜(-1)。在本文中,我们着重研究了梯度结构在中等和高速冲击(应变率范围从2,400到12,416 s〜(-1))下的面内响应。修改了较早开发的理论模型(Ali等人在Int J Adv Eng Softw 39:95-106,2008),用于预测渐变结构的静态,准静态和低动态响应,以考虑到高动态效果。讨论了不同的临界能量吸收特性,例如变形模式,塌陷机理,压碎应力,锁定应变,吸收的总能量等。将高应变分析模型的输出与有限元模拟进行比较。结果表明,对于高动态情况,该分析模型与有限元输出吻合良好。

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