首页|考虑材料硬度与缩径量的橡胶衬套各向刚度优化设计

考虑材料硬度与缩径量的橡胶衬套各向刚度优化设计

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[目的]通过对橡胶衬套各向刚度的优化设计以指导产品设计,以期大幅缩短橡胶衬套的研发周期.橡胶衬套作为新能源汽车、特种车辆、动车组等载运工具的重要连接件,对整车操纵稳定性起着至关重要的作用.[方法]为了避免工程实践中反复调试的繁琐工作,提出了一种考虑材料硬度与缩径量的橡胶衬套各向刚度(径向刚度、轴向刚度、偏摆刚度和扭转刚度)优化设计方法.首先,采用Ogden模型作为橡胶衬套的本构模型,通过试验设计与有限元分析相结合的方法,计算不同内芯外径、橡胶高度、缩径量和材料硬度下衬套各向刚度;然后,建立各向刚度的二阶响应面模型,利用拉丁超立方抽样和方差分析,检验响应面模型精度;最后,根据遗传算法,建立含各向刚度为设计变量的多目标优化模型,并对优化结果进行试验验证.[结果]研究表明:径向刚度、轴向刚度、偏摆刚度和扭转刚度的试验结果与目标值的相对误差分别为7.72%,9.06%,-6.33%和9.16%,均在±10%以内,满足工程应用的要求.[结论]试验结果验证了所建立的各向刚度二阶响应面模型的有效性,以及所提出优化设计方法的可行性,为橡胶衬套产品设计提供指导,可极大地缩短橡胶衬套的研发周期.
Optimal Design of Isotropic Stiffness for Rubber Bushing by Considering Material Hardness and Diameter Reduction for Conveyance
[Objective]As an important connecting part of new energy vehicles,special vehicles,locomotives and other means of transportation,rubber bushing plays a crucial role in the stability of the whole vehicle han-dling.In order to avoid the tedious work of repeated debugging in engineering practice,[Method]an optimal de-sign method of rubber bushing all-directional stiffness(radial,axial,yaw and torsional stiffness)taking into ac-count the material hardness and diameter reduction is proposed.Firstly,the Ogden model is used as the constitu-tive model of rubber bushing.Second,by combining experimental design with finite element analysis,the isotro-pic stiffness of rubber bushing with different inner core outer diameter,rubber height,diameter reduction and ma-terial hardness is calculated.The second-order response surface model of isotropic stiffness is established and the accuracy of the model is verified by Latin hypercube sampling and variance analysis.Finally,a multi-objective optimization method of isotropic stiffness of rubber bushing is proposed using genetic algorithm to testify the op-timization result.[Result]The result shows that the relative errors between the measured radial,axial,yaw and torsional stiffness and objective stiffness are 7.72%,9.06%,-6.33%and 9.16%respectively,which are all within±10%and meet the requirements of engineering application.[Conclusion]The validity of the established sec-ond-order response surface model of isotropic stiffness and the feasibility of the proposed optimization design method are verified to provide guidance for the product design of rubber bushing,which can greatly shorten the research and development cycle of rubber bushing.

rubber bushingresponse surface methodgenetic algorithmmulti-objective optimization

秦武、李春归、潘兵兵、李骏、刘霏霏

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华东交通大学机电与车辆工程学院,江西南昌 330013

建新赵氏科技有限公司,浙江宁波 315615

橡胶衬套 响应面方法 遗传算法 多目标优化

国家自然科学基金博士后科学基金项目江西省自然科学基金资助项目江西省教育厅科技项目

518060662022M71135220232BAB214047GJJ210630

2024

华东交通大学学报
华东交通大学

华东交通大学学报

CSTPCD
影响因子:0.748
ISSN:1005-0523
年,卷(期):2024.41(3)