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Optimization of energy absorption properties of thin-walled tubes with combined deformation of folding and circumferential expansion under axial load

机译:轴向载荷作用下弯折与周向变形共同作用的薄壁管吸能特性的优化

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摘要

Recently, the combined mechanism of energy absorption has been considered for increasing energy absorption efficiency. The combined deformation of circumferential expansion and folding in the cylindrical aluminum thin-walled tubes is one of these mechanisms that can be effective in improving energy absorption. In this paper, the effect of parameters of diameter, height and thickness of the tube, friction, and interference of the tube and punch, as well as the half-angle of the tip of the conical punch on the energy absorption have been investigated using LS_Dyna software. Taguchi method was used to design the experiments and response surface method was used for optimization. In the Taguchi method, the design limit has been significantly reduced and the effect of different parameters on energy absorption has been demonstrated. In optimization with response surface method, optimal states have been proposed that increased energy absorption compared to reference test. Finally, by providing a mathematical model for single-objective optimization, the specific energy absorption increased by 127%, but the maximum force in this case was increased by 130%. In multi-objective optimization, specific energy absorption and maximum force were considered as design parameters that optimized specific energy absorption increased by 77%, while the maximum force was only 37% higher. Thus, by combining suitable types of energy absorption mechanisms and optimizing them, absorbents with a higher specific energy absorption capacity and lower maximum force were designed.
机译:最近,已经考虑了能量吸收的组合机制以提高能量吸收效率。圆柱形铝薄壁管中周向膨胀和折叠的共同变形是可以有效改善能量吸收的这些机制之一。本文研究了直径,管子的高度和厚度,管子和冲头的摩擦,干涉以及圆锥形冲头尖端的半角等参数对能量吸收的影响。 LS_Dyna软件。用田口法设计实验,用响应面法进行优化。在田口方法中,设计极限已大大降低,并且已证明了不同参数对能量吸收的影响。在使用响应面法进行优化时,已提出了与参考测试相比增加能量吸收的最佳状态。最后,通过提供用于单目标优化的数学模型,比能量吸收增加了127%,但在这种情况下的最大作用力增加了130%。在多目标优化中,将比能量吸收和最大力视为优化的比能量吸收增加77%的设计参数,而最大力仅增加37%。因此,通过组合适当类型的能量吸收机构并对其进行优化,可以设计出具有较高比能量吸收能力和较低最大力的吸收剂。

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