Abstract

The gas metal arc welding (GMAW) process was used to weld 3003-H14 plates under restricted and unrestricted thermal expansion. Experimental and numerical analysis were conducted to determine the relation between weld thermal cycles and residual stresses. A customized data acquisition system with K-type thermocouples was used to measure the weld thermal cycles, while residual stresses were determined by the hole drilling method. Thermo-mechanical simulation models for the two restricted conditions were implemented from the experimental data obtained. A double ellipse heat distribution geometry was used to model the heat moving source by using the finite element method. Thermal rates and peak temperatures were approximated by the finite element model with 2% difference, with respect to the experimental weld thermal cycles. Longitudinal and transverse normal residual stresses determined by the finite element model showed a good comparison with experimental measurements. The larger residual stresses were in the transverse direction for both clamping conditions, which indicated that working loading paths along the lateral direction of the welded plate are more influenced by the post-welding residual stresses.

Highlights

  • Several welding processes have been used to weld aluminum alloys

  • The finite element (FE) results provide a good estimation of the residual stresses in the welded plates (Table 4)

  • The best estimations are provided for the longitudinal residual stresses with a quite low root mean square error (RMSE) of 1.95 and 0.93 MPa for the unrestricted and restricted clamping conditions

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Summary

Introduction

The gas metal arc welding (GMAW) process is one of the most common processes used for industrial applications. This process uses a constant voltage power source, a filler wire material, and a shielding gas (inert gases for aluminum alloys). The GMAW process generates an intense power source, which is used to perform the weld. The first studies related to a heat moving source were performed by Rosenthal [3,4]. These works laid the mathematical and scientific basis for understanding a heat moving source and its application to welding and cutting processes. Two mathematical models (thin and thick plate models) were derived to study the heat conduction transfer phenomenon

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