Multi-Timescale Simulations of Temperature Elevation for Ultrasonic Welding of CFRP with Energy Director

IF 1 Q4 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS
Maruri Takamura, Kotaro Uehara, J. Koyanagi, Shinichi Takeda
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引用次数: 4

Abstract

Ultrasonic welding is an energy-efficient technology that enables quick bonding of thermoplastic composite materials under normal temperature and pressure conditions. Here, numerical multi-timescale simulation is proposed to understand the welding principle, using numerical simulations of ultrasonic welding. The simulation results are validated by comparing with temperature measurements in welding tests. In the multi-timescale simulations, microsecond-scale simulations are performed first. The ultrasonic wave is modeled as a vibration load, and the energy dissipation per vibration at 25, 75, 125, 175, 225, and 275∘C is analyzed. Then, the time derivative of the temperature rise is obtained. In the normal scale simulations, the ultrasonic wave and holding pressure are replaced by a constant load, and the entire process of ultrasonic welding is simulated. The slope of the temperature rise is fitted to the time derivative of the temperature rise obtained from the microsecond-scale simulations, using the material constant as a parameter. Explicit multi-timescale simulations were performed to investigate the relationship between stress concentration and temperature rise due to ED geometry. The result reveals similar temperature behavior to the experimental one, indicating the validity of the multi-timescale method. It suggests that viscoelastic energy dissipation and stress concentration are responsible for the temperature spike.
带能量导向器的CFRP超声波焊接温度场的多时间尺度模拟
超声波焊接是一种节能技术,能够在正常温度和压力条件下快速粘合热塑性复合材料。本文提出了利用超声波焊接的数值模拟来理解焊接原理的多时间尺度数值模拟。通过与焊接试验中的温度测量值进行比较,验证了模拟结果。在多时间尺度模拟中,首先进行微秒尺度的模拟。超声波被建模为振动载荷,并分析了25、75、125、175、225和275°C下每次振动的能量耗散。然后,得到温度上升的时间导数。在正常规模的模拟中,超声波和保压被恒定载荷取代,并模拟了超声波焊接的整个过程。使用材料常数作为参数,将温升的斜率拟合为从微秒级模拟中获得的温升的时间导数。进行了显式多时间尺度模拟,以研究ED几何形状引起的应力集中和温度升高之间的关系。结果表明,该方法的温度行为与实验结果相似,表明了该方法的有效性。这表明粘弹性能量耗散和应力集中是温度尖峰的原因。
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来源期刊
Journal of Multiscale Modelling
Journal of Multiscale Modelling MATHEMATICS, INTERDISCIPLINARY APPLICATIONS-
CiteScore
2.70
自引率
0.00%
发文量
9
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