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Strain rate dependence of a crash resistant adhesive as a function of temperature for the automotive industry

机译:汽车工业中防撞胶粘剂的应变率依赖性与温度的关系

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摘要

The wide and diverse application of adhesives in the automotive industry has increased over the last decades, driven by the need to produce efficient yet strong vehicles, able to meet both fuel economy and safety standards. This method allows to bond a variety of dissimilar materials used for structural parts, as well as to achieve lighter structures, and higher failure loads over other traditional methods such as fastening or welding. It is therefore important to understand the behaviour of adhesives under a wide range of strain rates and temperatures. These data are fundamental to ensure vehicle safety, as adhesives must be able to sustain impact conditions, deforming but at the same time keeping the integrity of the structure and transmitting the loads without damaging the joint. The aim and novelty of this work is the complete mechanical characterization of a high-performance crash resistant adhesive under varied strain rate and temperature conditions, necessary for the validation of structures used in the automotive industry. The mechanical behaviour of these materials is still poorly understood and described in the literature. The results showed a change in the mechanical properties of the adhesive with the variation of strain rate (quasi-static and impact of 3 m/s) and temperature (-30, 24 and 80 celcius). With the mechanical properties determined it was possible to define cohesive laws for implementation in finite element simulation, as a function of strain rate and temperature.
机译:在过去的几十年中,由于对生产既能满足燃油经济性又符合安全标准的高效而坚固的汽车的需求的推动,粘合剂在汽车工业中的广泛应用已经增加。与其他传统方法(例如紧固或焊接)相比,该方法可以粘合用于结构部件的各种不同材料,并实现更轻的结构和更高的破坏载荷。因此,重要的是要了解粘合剂在很大的应变速率和温度范围内的行为。这些数据是确保车辆安全的基础,因为胶粘剂必须能够承受冲击条件,变形,但同时又要保持结构的完整性并在不损坏接头的情况下传递载荷。这项工作的目的和新颖性是在变化的应变速率和温度条件下高性能防撞胶粘剂的完整机械特性,这对于验证汽车工业中使用的结构是必需的。这些材料的机械性能仍然缺乏文献了解和描述。结果表明,随着应变速率(准静态和3 m / s的冲击)和温度(-30、24和80摄氏度)的变化,粘合剂的机械性能发生了变化。确定了机械性能后,就有可能根据应变速率和温度来定义用于有限元模拟的内聚规律。

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