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首页> 外文期刊>SAE International Journal of Materials and Manufacturing >Uncertainty Optimization of Thin-walled Beam Crashworthiness Based on Approximate Model with Step Encryption Technology
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Uncertainty Optimization of Thin-walled Beam Crashworthiness Based on Approximate Model with Step Encryption Technology

机译:基于逐步加密技术的薄壁梁碰撞可靠性不确定性优化

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摘要

Crashworthiness is one of the most important performances of vehicles, and the front rails are the main crash energy absorption parts during the frontal crashing process. In this paper, the front rail was simplified to a thin-walled beam with a cross section of single-hat which was made of steel and aluminum. And the two boards of it were connected by riveting without rivets. In order to optimize its crashworthiness, the thickness (t), radius (R) and the rivet spacing (d) were selected as three design variables, and its specific energy absorption was the objective while the average impact force was the constraint. Considering the error of manufacturing and measurements, the parameters σ_s and E_t of the steel were selected as the uncertainty variables to improve the design reliability. The algorithm IP-GA and the approximate model-RBF (Radial Basis Function) were applied in this nonlinear uncertainty optimization. In order to improve the accuracy of the RBF model, a new step-encryption technology was proposed, in which the encryption points will be added to the current sample points according to the results of each iteration. As a result, when the uncertainty level was 5%, the optimal design vector [t, R, d] was [1.75mm, 3.25mm, 29.48mm], and the possible interval of the specific energy absorption was [841J/kg, 1028J/kg] while the possible interval of constraint was [49.12KN, 71.39KN]. And the optimum was verified with the exact solver. Therefore, this study can provide important references for the crashworthiness design of the front rails.
机译:耐撞性是车辆最重要的性能之一,前部导轨是正面碰撞过程中主要的碰撞能量吸收部件。在本文中,前导轨简化为具有钢和铝制单帽横截面的薄壁梁。它的两个板通过铆钉连接而没有铆钉。为了优化其耐撞性,选择了厚度(t),半径(R)和铆钉间距(d)作为三个设计变量,并且其比能量吸收是目标,而平均冲击力是约束条件。考虑到制造和测量的误差,选择钢的参数σ_s和E_t作为不确定性变量,以提高设计的可靠性。在这种非线性不确定性优化中,应用了IP-GA算法和近似模型-RBF(径向基函数)。为了提高RBF模型的准确性,提出了一种新的分步加密技术,该技术将根据每次迭代的结果将加密点添加到当前采样点。结果,当不确定度为5%时,最佳设计矢量[t,R,d]为[1.75mm,3.25mm,29.48mm],比能量吸收的可能间隔为[841J / kg, 1028J / kg],而可能的约束间隔为[49.12KN,71.39KN]。并通过精确的求解器验证了最优值。因此,本研究可为前轨的耐撞性设计提供重要参考。

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