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ALUMINUM STRUCTURES IN AUTOMOTIVE: EXPERIMENTAL AND NUMERICAL INVESTIGATION FOR ADVANCED CRASHWORTHINESS

机译:汽车中的铝结构:先进的裂纹世界的实验和数值研究

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Ductility of aluminum alloys is highly used in automotive applications where crashworthiness becomes relevant. Due to its physical and mechanical properties, aluminum allows structures to be designed with good capacity to absorb energy, without increasing the overall weight of cars. In particular, high elongation allows for the conversion of a great amount of kinetic energy related to crash events in plastic deformation. If this was not the case, the energy involved during an accident could interest also the occupants, causing serious injuries. During large deformation of structures, chassis components may be subjected to failure, limiting the capacity of energy absorption. Therefore, the capability to predict the behavior of structures under crash loads becomes very important during the cars design process. Under these circumstances, finite element analysis is useful to simulate the response and to validate a project. In the last few years, prediction of materials behavior has become relevant in order to simulate in the best possible way the reaction of structures under dynamic loads. Contrary to what was expected, aluminum alloy might show anisotropic behavior after manufacturing processes. Extrusion, lamination and forging processes can modify crystallography, grains shape, precipitates and dislocations structures, affecting considerably the plastic properties. Furthermore, the failure limit strictly depends on the stress-strain state in the material during the crash event. Tensile state, shear state, compressive state and mixing states generally return different failure limits. Hence, it is indispensable to arrange a huge experimental campaign to define a thorough characterization of an aluminum alloy. Finite element (FE) codes give the possibility to include all these aspects, but several parameters need to be finely tuned. By limiting the number of tests, the present work aims at obtaining the numerical-experimental correlation of some crash absorbers during an impact. Tensile and shear specimens have been cut from the extruded parts of the chassis in 0°, 45° and 90° with respect to the extrusion direction. It is possible to define a fracture locus curve that identifies the equivalent strain limit of the aluminum alloys studied. For instance, Johnson-Cook and Bao-Wierzbicki criteria for aluminum alloys have been defined starting from a complete experimental campaign. They also give approximated analytical functions to define the entire fracture locus curve depending on the stress state. Uniaxial tensile and shear failure limits are the only ones taken into account in this work. Different hypothesis have been considered to define the rest of the fracture locus. Tuning the function parameters of the chosen criteria, a failure curve for compression, shear, tensile and mixing states have been set according to the experimental tests performed. The material card obtained has been further refined during the numerical-experimental correlation of both the samples and the crash absorbers: mesh size effects have been taken into account to assess the approximations of stress and strain into shell elements. In this work, fine mesh is only used during the initial correlation of specimens. This allows for considerably reducing the computational time of FE models studied. Acceleration signals and failures have been monitored in the crash absorbers. A high correlation between the experimental and numerical tests have validated the current methodology. Because of the few experimental tests performed on samples, it is not possible to study the exact mesh scaling effects at the beginning. Further refining is needed during the correlation of the whole component to get the right failures. In any case, the error given by the experimental dispersion could compromise the correlation and this is the reason why accuracy is not always necessary during the first phases of the correlation settings.
机译:铝合金的延展性高度用于耐火性的汽车应用中。由于其物理和机械性能,铝允许结构设计良好的容量来吸收能量,而不会增加汽车的总重量。特别地,高伸长率允许转换有关塑性变形中的碰撞事件的大量动能。如果这不是这种情况,事故中所涉及的能量也可能感兴趣,也可能引起严重伤害。在大变形的结构期间,底盘组分可以进行失败,限制能量吸收能力。因此,在汽车设计过程中,预测碰撞负载下的结构行为的能力变得非常重要。在这种情况下,有限元分析对于模拟响应并验证项目是有用的。在过去的几年中,材料行为的预测变得相关,以便以最佳的方式模拟动态载荷的结构反应。与预期的相反,铝合金在制造过程后可能会显示各向异性行为。挤出,层压和锻造方法可以修饰晶体学,晶粒形状,沉淀物和脱位结构,影响塑性性质。此外,故障限制严格依赖于在碰撞事件期间材料中的应力 - 应变状态。拉伸状态,剪切状态,压缩状态和混合状态通常返回不同的故障限制。因此,安排一个巨大的实验运动是不可或缺的,以确定铝合金的彻底表征。有限元(FE)代码能够包含所有这些方面,但需要精细调整几个参数。通过限制测试的数量,本作工作旨在获得在撞击期间的一些碰撞吸收剂的数值实验相关性。相对于挤出方向,从底盘的挤压部件切割了拉伸和剪切样品。可以定义裂缝基因座曲线,其识别所研究的铝合金的等效应变极限。例如,从完整的实验活动开始,约翰逊厨师和Bao-wierzbicki标准已从完整的实验活动开始。它们还提供近似的分析功能,以根据应力状态来定义整个裂缝轨迹曲线。单轴拉伸和剪切失效限制是在这项工作中考虑的唯一一个。已经考虑了不同的假设来定义骨折基因座的其余部分。调整所选择的标准的功能参数,根据所执行的实验测试,已经设定了用于压缩,剪切,拉伸和混合状态的失效曲线。在样品和碰撞吸收剂的数值实验相关期间获得的材料卡进一步改进:已经考虑了网格尺寸效应,以评估应力和应变成壳元件的近似。在这项工作中,仅在标本的初始相关性期间使用细网。这允许大大减少研究的FE模型的计算时间。在碰撞吸收器中监测加速信号和故障。实验和数值测试之间的高相关验证了当前方法。由于对样品进行的少数实验测试,因此无法在开始时研究精确的网格缩放效果。在整个组件的相关性以获得正确的故障时需要进一步炼油。在任何情况下,由实验分散给出的错误可能会损害相关性,这就是为什么在相关设置的第一阶段期间绝对不必总是必要的原因。

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