首页> 外文会议>ASME biennial conference on engineering systems design and analysis;ESDA2010 >THEORETICAL AND EXPERIMENTAL CRUSHING ANALYSIS OF METAL SQUARE HONEYCOMBS UNDER QUASI-STATIC LOADING
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THEORETICAL AND EXPERIMENTAL CRUSHING ANALYSIS OF METAL SQUARE HONEYCOMBS UNDER QUASI-STATIC LOADING

机译:静载荷作用下金属方形蜂窝的理论和实验破碎分析

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Honeycomb cellular structures, due to their light weight and high energy absorbing, have been used extensively as energy absorbers or cushions to resist external loads. In this paper, the mean crushing stress and the wavelength of the folding mode, as two important parameters in the study of metal square honeycomb crushing under quasi-static loading have been investigated theoretically and experimentally. Firstly, by considering the true cylindrical curvature effects and the flow stress in the folding mode of the honeycomb material, the Wierzbicki's model in the study of metal hexagonal honeycomb crushing under quasi-static loading is modified. This modification is performed by rewriting the internal energy terms and the external work in the energy method through the basic element folding by considering the true cylindrical curvature effects and the flow stress of the honeycomb material. Comparison of the results obtained by this modified model and Wierzbicki's model with the experimental data shows better prediction by the model presented in this paper. Subsequently, this modified model has been extended to the study of metal square honeycombs crushing under quasi-static loading and the mean crushing stress and the wavelength of the folding mode ofthese structures have been predicted. This analytical model predicts the mean crushing stress of the metal square honeycomb as a function of both the geometrical parameters and its material, while the predicted wavelength of the folding mode is just a function of the geometrical parameters. Finally, the experimental tests have been performed to verify the preciseness of this theoretical model.
机译:蜂窝状蜂窝状结构由于其重量轻和吸收能量高,已被广泛用作能量吸收器或缓冲垫以抵抗外部载荷。本文对准静态载荷下金属方蜂窝破碎的两个重要参数-平均破碎应力和折叠模式的波长进行了理论和实验研究。首先,通过考虑蜂窝材料在折叠模式下的真实圆柱曲率效应和流动应力,修正了准静态载荷作用下金属六角形蜂窝破碎研究的Wierzbicki模型。通过考虑基本的圆柱曲率效应和蜂窝材料的流动应力,通过基本元素折叠以能量方法重写内部能量项和外部功来执行此修改。通过修改后的模型和Wierzbicki模型获得的结果与实验数据的比较表明,本文提出的模型具有更好的预测效果。随后,该修正模型被扩展到准静态载荷下金属方形蜂窝的破碎,平均破碎应力和折叠模式的波长的研究。 这些结构已经被预测。该分析模型预测金属方形蜂窝的平均压应力是几何参数及其材料的函数,而折叠模式的预测波长只是几何参数的函数。最后,进行了实验测试以验证该理论模型的准确性。

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