利用有限元分析对铝合金和镁合金的搅拌摩擦焊接进行建模和模拟

Dame Alemayehu Efa, E. M. Gutema, H. Lemu, Mahesh Gopal
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引用次数: 0

摘要

航空和汽车行业对轻质金属的需求大幅增长。搅拌摩擦焊 (FSW) 程序用于连接轻质和低熔点材料。本文利用 COMSOL® Multiphysics 6.0 软件进行有限元分析 (FEA),将异种金属 AA6061-T6 和 Mg AZ31-B 结合在一起,并探讨了它们的热机械特性。在其他参数保持不变的情况下,当摩擦系数(COF)从 0.01 增加到 0.4 时,峰值温度分别上升到 448K 和 928K。当工具转速增加到 500、600 或 700 rpm 时,峰值温度上升到 658 K、706 K 和 759 K,而其他参数保持不变。当焊接速度提高到 45mm/min、60mm/min 和 75mm/min 时,峰值温度分别从 665K、649K 和 638K 降至 665K、649K 和 638K,其他参数保持不变。当轴向力增加到 10 kN、15 kN 和 20 kN 时,峰值温度分别升至 632K、684K 和 759K,这是低于材料熔点的可承受温度。当肩针直径比增加到 2.5、3.0 和 3.5,而其他参数保持不变时,峰值温度分别升至 628K、630K 和 635K。因此,峰值温度与工具转速、摩擦系数、轴向力和肩针直径比直接相关,而与焊接速度成反比。
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Modeling and Simulation of Friction Stir Welding of Aluminum and Magnesium Alloys Using Finite Element Analysis
The aviation and automobile sectors have witnessed significant expansion and demand for lightweight metals. The friction stir welding (FSW) procedure is used for joining lightweight and low melting temperature materials. A Finite Element Analysis (FEA) utilising COMSOL® Multiphysics 6.0 software is utilised in this article to combine dissimilar metals AA6061-T6 and Mg AZ31-B, and their thermo-mechanical characteristics are explored. The peak temperature was observed to increase to 448K and 928K when the coefficient of friction (COF) increased from 0.01 to 0.4, while other parameters remained constant. When the tool rotational speed is increased to 500, 600, or 700 rpm, the peak temperature climbs to 658 K, 706 K, and 759 K, while all other parameters stay constant. When the welding speed is increased, the peak temperature reduces from 665K, 649K, and 638K to 45mm/min, 60mm/min, and 75mm/min, with all other parameters remained constant in this study. The peak temperature climbed to 632K, 684K, and 759K when the axial force increased to 10 kN, 15 kN, and 20 kN, respectively, which is a tolerable temperature less than the point of melting of materials. Peak temperatures increase to 628K, 630K, and 635K when the shoulder-to-pin diameter ratio increases to 2.5, 3.0 and 3.5 with all other parameters remaining constant. As a result, the peak temperature is directly related to tool rotational speed, coefficient of friction, axial force, and shoulder-to-pin diameter ratio, whereas welding speed is inversely proportional.
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