Validation of Welding Simulations Using Thermal Strains Measured with DIC

Author:

De Strycker Maarten1,Lava Pascal1,Van Paepegem Wim2,Schueremans Luc3,Debruyne Dimitri4

Affiliation:

1. Catholic University College Ghent

2. Ghent University

3. Katholieke Universiteit Leuven

4. K.U. Leuven

Abstract

Residual stresses can affect the performance of steel tubes in many ways and as a result their magnitude and distribution is of particular interest to many applications. Residual stresses in cold-rolled steel tubes mainly originate from the rolling of a flat plate into a circular cross section (involving plastic deformations) and the weld bead that closes the cross section (involving non-uniform heating and cooling). Focus in this contribution is on the longitudinal weld bead that closes the cross section. To reveal the residual stresses in the tubes under consideration, a finite element analysis (FEA) of the welding step in the production process is made. The FEA of the welding process is validated with the temperature evolution of the thermal simulation and the strain evolution for the mechanical part of the analysis. Several methods for measuring the strain evolution are available and in this contribution it is investigated if the Digital Image Correlation (DIC) technique can record the strain evolution during welding. It is shown that the strain evolution obtained with DIC is in agreement with that found by electrical resistance strain gauges. The results of these experimental measuring methods are compared with numerical results from a FEA of the welding process.

Publisher

Trans Tech Publications, Ltd.

Reference11 articles.

1. L. Lindgren, Journal of Thermal Stresses, 2001, 24, 305–334.

2. Y. Muramatsu, S. Kuroda and C. Shiga, Welding International, 2003, 17(8), 615–623.

3. Y. Mikami, M. Mochizuki and M. Toyoda: Mathematical modelling of weld phenomena 8, eds. H. Cerjak, H. Bhadeshia and E. Kozeschnik, Technische Universität Graz, 981–1001.

4. C. Schwenk, M. Rethmeier and D. Weiss: Mathematical modelling of weld phenomena 8, eds. H. Cerjak, H. Bhadeshia and E. Kozeschnik, Technische Universität Graz, 835–846.

5. E. Van der Aa, R. Thiessen, A. Murugaiyan, M. Hermans, J. Sietsma and I. Richardson: Mathematical modelling of weld phenomena 8, eds. H. Cerjak, H. Bhadeshia and E. Kozeschnik, Technische Universität Graz, 387–408.

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