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Theoretical prediction and numerical simulation of multi-cell square thin-walled structures

机译:多单元方形薄壁结构的理论预测与数值模拟

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The axial crushing of square multi-cell columns were studied analytically and numerically. Based on the Super Folding Element theory, a theoretical solution for the mean crushing force of multi-cell sections were derived by dividing the profile into 3 parts: corner, crisscross, and T-shape. Numerical simulations of square multi-cell sections subjected to dynamic axial crushing were conducted and an enhancement coefficient was introduced to account for the inertia effects for aluminum alloy AA6060 T4. The analytical solutions show an excellent agreement with the numerical results. It was found that the crisscross part was the most efficient component for energy absorption and the energy absorption efficiency of a single-cell column can be increased by 50% when the section was divided into 3 x 3 cells. Finally, the proposed method was extended to analyze the plateau stress of square cell honeycomb subjected to out-plane axial crushing and to some extent validate the mechanical insensitivity of honeycomb to cell size.
机译:对方形多室圆柱的轴向破碎进行了分析和数值研究。基于超级折叠元素理论,通过将轮廓分为角,十字形和T形3个部分,得出了多单元截面平均挤压力的理论解。进行了方形多单元截面动态轴向挤压的数值模拟,并引入了增强系数来说明铝合金AA6060 T4的惯性效应。解析解与数值结果非常吻合。发现十字形部分是能量吸收的最有效组件,当将切片分成3 x 3个单元时,单细胞柱的能量吸收效率可以提高50%。最后,将所提出的方法扩展到分析受到平面外轴向挤压的方孔蜂窝的平台应力,并在一定程度上验证了蜂窝对孔尺寸的机械不敏感性。

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