Prediction of Welding Buckling Distortion in a Thin Wall Aluminum T Joint
In this paper, local and global welding buckling distortion of a thin wall aluminum T joint is investigated. A thermo-elastic-viscoplastic model is employed to determine longitudinal residual stresses; analysis of thermal model and elastic-viscoplastic (Anand) model are uncoupled. Molten puddle motion (speed of welding) is modeled by using time dependent birth and death element method. Three dimensional nonlinear-transient heat flow analysis has been used to obtain the temperature distribution, and then by applying thermal results and using three dimensional Anand elastic-viscoplastic model, stress and deformation distributions are obtained during welding and after cooling. Local buckling is investigated by analyzing the history of stress and strain relations. Local buckling is assumed to occur at a point if a small change in the magnitude of stress causes large deformation during of the welding process. By applying residual stresses on a structural model and using eigenvalue methods, global buckling instability of the welded structure is determined.
M. Asle Zaeem et al., "Prediction of Welding Buckling Distortion in a Thin Wall Aluminum T Joint," Computational Materials Science, vol. 38, no. 4, pp. 588 - 594, Elsevier, Feb 2007.
The definitive version is available at https://doi.org/10.1016/j.commatsci.2006.03.016
Materials Science and Engineering
Keywords and Phrases
Global buckling; Global welding buckling distortion; Heat flow; Local buckling; Molten puddle motion; Three dimensional Anand elastic-viscoplastic model; Buckling; Deformation; Eigenvalue and eigenfunctions; Mathematical models; Residual stresses; Thermoelasticity; Thin walled structures; Viscoplasticity; Welding; Aluminum; Finite element
International Standard Serial Number (ISSN)
Article - Journal
© 2007 Elsevier, All rights reserved.
01 Feb 2007