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Numerical and experimental analysis of resistance projection welding of square nuts to sheets

机译:方形螺母与板材电阻凸焊的数值与实验分析

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摘要

Projection welding of nuts to sheets is a widely utilized manufacturing process in the automotive industry. The process entails challenges due the necessity of joining different sheet thicknesses and nut sizes made from dissimilar materials, and due to the fact of experiencing large local deformations ranging from room temperature to above the melting point. Heating is facilitated by resistance heating and is highly influenced by the contact area resulting from the amount of deformation, which is also temperature dependent due to material softening and frictional conditions. Resort to new materials and applications require a new level of understanding of the process by combining finite element modelling and experimentation. This paper draws from the challenge of developing a three-dimensional computer program for electro-thermo-mechanical modeling of resistance welding and presents, as far as the authors are aware, the first ever three-dimensional simulation of the projection welding of square nuts to sheets by means of finite element analysis. Results are compared with experimental observations and measurements produced by the authors with the aim and objective of assessing the accuracy, reliability and validity of the theoretical and numerical developments. Numerical simulations support the evaluation of the experiments by providing detailed information on the process like the initial heating location and the following temperature development, and allowing to analyze the weldability of the square nut to the sheet under different operating conditions. © 2014 The Authors. Published by Elsevier Ltd. This is an open access article under the CC BY-NC-ND license
机译:螺母到薄板的凸焊是汽车工业中广泛使用的制造工艺。由于需要接合不同厚度的板材和由不同材料制成的螺母尺寸,并且由于经历了从室温到熔点以上的较大局部变形的事实,因此该过程带来了挑战。电阻加热有利于加热,并且受变形量引起的接触面积的影响很大,变形量也因材料软化和摩擦条件而与温度有关。诉诸新材料和新应用,需要通过结合有限元建模和实验来对工艺有新的认识。本文从开发用于电阻焊的电热机械建模的三维计算机程序所面临的挑战出发,据作者所知,提出了有史以来第一个对方形螺母进行凸焊的三维模拟。有限元分析的方法。将结果与作者进行的实验观察和测量结果进行比较,目的是评估理论和数值发展的准确性,可靠性和有效性。数值模拟通过提供有关过程的详细信息(如初始加热位置和随后的温度变化)并支持分析方形螺母在不同操作条件下与板材的可焊性,从而支持对实验的评估。 ©2014作者。由Elsevier Ltd.发布。这是CC BY-NC-ND许可下的开放获取文章

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