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Predicting Welding Distortion in a Panel Structure with Longitudinal Stiffeners Using Inherent Deformations Obtained by Inverse Analysis Method

机译:利用逆分析方法获得的固有变形来预测具有纵向加劲肋的面板结构中的焊接变形

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摘要

Welding-induced deformation not only negatively affects dimension accuracy but also degrades the performance of product. If welding deformation can be accurately predicted beforehand, the predictions will be helpful for finding effective methods to improve manufacturing accuracy. Till now, there are two kinds of finite element method (FEM) which can be used to simulate welding deformation. One is the thermal elastic plastic FEM and the other is elastic FEM based on inherent strain theory. The former only can be used to calculate welding deformation for small or medium scale welded structures due to the limitation of computing speed. On the other hand, the latter is an effective method to estimate the total welding distortion for large and complex welded structures even though it neglects the detailed welding process. When the elastic FEM is used to calculate the welding-induced deformation for a large structure, the inherent deformations in each typical joint should be obtained beforehand. In this paper, a new method based on inverse analysis was proposed to obtain the inherent deformations for weld joints. Through introducing the inherent deformations obtained by the proposed method into the elastic FEM based on inherent strain theory, we predicted the welding deformation of a panel structure with two longitudinal stiffeners. In addition, experiments were carried out to verify the simulation results.
机译:焊接引起的变形不仅会对尺寸精度产生负面影响,而且还会降低产品的性能。如果可以预先准确地预测焊接变形,则该预测将有助于找到提高制造精度的有效方法。到目前为止,可以使用两种有限元方法(FEM)来模拟焊接变形。一种是热弹性塑料有限元,另一种是基于固有应变理论的弹性有限元。由于计算速度的限制,前者只能用于计算中小型焊接结构的焊接变形。另一方面,后者忽略了详细的焊接过程,却是一种估算大型复杂焊接结构总焊接变形的有效方法。当使用弹性有限元法计算大型结构的焊接引起的变形时,应事先获得每个典型接头的固有变形。本文提出了一种基于反分析的新方法来获得焊缝的固有变形。通过基于固有应变理论将所提方法获得的固有变形引入弹性有限元模型中,我们预测了具有两个纵向加劲肋的面板结构的焊接变形。另外,进行了实验以验证仿真结果。

著录项

  • 期刊名称 other
  • 作者

    Wei Liang; Hidekazu Murakawa;

  • 作者单位
  • 年(卷),期 -1(2014),-1
  • 年度 -1
  • 页码 601417
  • 总页数 8
  • 原文格式 PDF
  • 正文语种
  • 中图分类
  • 关键词

  • 入库时间 2022-08-21 11:17:48

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