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Robust optimization design method for powertrain mounting systems based on six sigma quality control criteria

机译:基于六个西格玛质量控制准则的动力总成悬置系统的鲁棒优化设计方法

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摘要

This paper presents a robust optimization design method based on Six Sigma quality control criteria to improve the design of a powertrain mounting system (PMS). The powertrain is modeled as a rigid body having six degrees of freedom (DOF) connected to a rigid base by four rubber mounts, and each mount is simplified as a three-dimensional spring-damper element in its local coordinate system (LCS). The calculation method based on energy decoupling is used to estimate the decoupling ratios of a PMS. The location and static stiffness of each mount and the orientations of the two anti-torsion mounts are selected as uncertain design variables, and the nominal values of these design variables are optimized to obtain a robust Six Sigma design for a PMS. The uncertain design variables are characterized by a perturbation or percent variation around their nominal values. The generalized reduced gradient (LSGRG2) optimization method is employed to solve the robust optimization problem, and a second-order Taylor series expansion is used to estimate the statistical properties of the performance constraints and objectives. The optimization results show that the robust design ensures good robustness or high reliability for the natural frequencies, decoupling ratios, and frequency separation constraints of a PMS.
机译:本文提出了一种基于六西格玛质量控制标准的鲁棒优化设计方法,以改进动力总成安装系统(PMS)的设计。动力总成建模为具有六个自由度(DOF)的刚体,该刚度通过四个橡胶底座连接到刚性底座,每个底座在其局部坐标系(LCS)中都简化为三维弹簧阻尼器元件。基于能量解耦的计算方法用于估计PMS的解耦率。选择每个安装座的位置和静态刚度以及两个抗扭安装座的方向作为不确定的设计变量,并对这些设计变量的标称值进行优化,以获得用于PMS的可靠的6 Sigma设计。不确定的设计变量的特征是围绕其标称值的摄动或百分比变化。采用广义降梯度优化方法(LSGRG2)解决鲁棒优化问题,并采用二阶泰勒级数展开估计性能约束和目标的统计性质。优化结果表明,该鲁棒设计确保了PMS的固有频率,去耦比和频率分离约束的良好鲁棒性或高可靠性。

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