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某电动汽车侧面柱碰工况门槛梁截面参数优化

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某电动汽车侧面柱碰工况电池模组截面峰值力(Fmax)超标,为提升电池碰撞安全性,同时实现车身轻量化,开展门槛梁截面参数优化.选取26个厚度及位置参数作为优化变量,以减小Fmax和门槛梁质量作为目标,以电池模组最大挤压变形量(dmax)和塑性应变(εpmax)作为约束.首先通过最优Latin超立方生成样本,基于样本建立全连接神经网络近似模型,然后运用NSGA-Ⅱ算法开展多目标优化,最后将优化结果代入仿真进行验证.结果表明:优化后电池模组Fmax由21.8 kN降低至20 kN以下,达到了安全要求;同时,门槛梁减重1.41%~4.02%,实现了轻量化效果.进一步分析表明,部分方案电池模组dmax和εpmax也同步降低,在减重的同时更全面地提升了电池的碰撞安全性.
Parameter optimization of the sill beam section of an electric vehicle under side pole collision condition
The peak section force(Fmax)of battery modules of an electric vehicle exceeded the safety range under side pole collision condition.The parameter optimization of the sill beam section was carried out to improve battery collision safety and achieve weight reduction of the vehicle body.26 thicknesses or position parameters were selected as optimization variables to reduce Fmax and the mass of sill beam.The maximum compression deformation(dmax)and plastic strain(εpmax)of battery modules were chosen as constrains.Firstly,the optimal Latin hypercube method was employed to generate samples.A fully connected neural network was established as approximation model based on samples,and the non-dominated sorting genetic algorithms-Ⅱ(NSGA-Ⅱ)was employed for multi-objective optimization.Finally,optimization results were verified through simulation.The results show that the Fmax of battery modules is decreased from 21.8 kN to less than 20 kN,indicating safety requirement is eventually satisfied.Meanwhile,the mass of sill beam is reduced by 1.41%~4.02%,which means lightweight design is also achieved.Further analysis shows that dmax and εpmax of battery modules are also reduced synchronously in some solutions,which improves battery collision safety comprehensively in the meantime of weight reduction.

side pole collisionbattery safetyapproximation modellightweightfinite element simulation

荣海、蒋建中、姚再起、马凯

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浙江大学 材料科学与工程学院,杭州 310000,中国

宁波吉利汽车研究开发有限公司,宁波 315000,中国

吉利汽车研究院(宁波)有限公司,宁波 315000,中国

侧面柱碰 电池安全 近似模型 轻量化 有限元仿真

2024

汽车安全与节能学报
清华大学

汽车安全与节能学报

CSTPCD北大核心
影响因子:0.748
ISSN:1676-8484
年,卷(期):2024.15(6)