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Design optimisation of tapered thin-walled square tubes

机译:锥形薄壁方管的设计优化

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This paper presents a crashworthiness optimum design of the tapered thin-walled tubes with square cross sections. In this study, three design variables that fully describe the tapered thin-walled square beam's geometry are optimised to maximise the beam's energy absorption capability during crashes. The specific energy absorption (SEA) and the ratio between the average and maximum crushing forces (Favg/Fmax), which is also referred to as the 'crush force efficiency', are considered as objective functions separately. During the optimisation, the objective of SEA and Favg/Fmax are formulated using the response surface method as function of the design variables. Optimal designs are decided based on the developed RS models for each design objective, and the results show that the optimised design variable values are same for both design objectives. Therefore, in such crashworthiness design of tapered square tubes, either SEA or Favg/Fmax can be considered as the design objective. After obtaining the optimal design, the sensitivity of the design variables on the tapered square beam's crash performance are analysed. Analyses involved in this paper are undertaken using finite element models and, the finite element solver LS-DYNA and the computer program MATLAB are used to perform all the analyses and the optimisation.
机译:本文提出了具有方形横截面的锥形薄壁管的耐撞性最佳设计。在这项研究中,优化了三个可完整描述锥形薄壁方梁几何形状的设计变量,以最大程度地提高碰撞过程中梁的能量吸收能力。比能量吸收(SEA)和平均压碎力与最大压碎力之比(Favg / Fmax)(也称为“压碎力效率”)分别视为目标函数。在优化过程中,使用响应面法将SEA和Favg / Fmax的目标确定为设计变量的函数。基于已开发的RS模型为每个设计目标确定最佳设计,结果表明两个设计目标的优化设计变量值相同。因此,在这种锥形方管的耐撞性设计中,可以将SEA或Favg / Fmax视为设计目标。在获得最佳设计之后,分析了设计变量对锥形方梁碰撞性能的敏感性。本文采用有限元模型进行分析,并使用有限元求解器LS-DYNA和计算机程序MATLAB进行所有分析和优化。

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