Abstract
Weld solidification cracks result from the competition between the material resistance and driving force to the cracks. The material resistance, namely the ductility curve in BTR, was obtained by in-situ observation and measurement of local strain at the trail of weld pool using a CCD-camera in the Trans-Varestraint Test. The driving force, i.e. mechanical strains against temperatures at the trail of a weld pool, was modeled with the finite element method (FEM) in three steps. Firstly, thermal distributions in both 3 mm and 10 mm thickness welds were modeled by two-dimensional and three-dimensional thermal models, respectively. Secondly, the strain/stress distributions arising during welding of 3 mm stainless steels were simulated by a two-dimensional model on the basis of the simulated thermal distributions. Thirdly, the driving force behind weld solidification cracking was determined from the simulated thermal cycle (temperature against time) and from the mechanical strain against time in the weld center line. Furthermore, a computer system was developed on the basis of two-dimensional simulation which provides a simple way of conducting complex work for simulating and predicting weld solidification cracking.
Access this chapter
Tax calculation will be finalised at checkout
Purchases are for personal use only
Preview
Unable to display preview. Download preview PDF.
References
Savage WF, Lundin CD (1965) The Varestraint Test. Welding Journal, 44(10): 433s–442s
Savage WF, Lundin CD (1966) Application of the Varestraint Technique to the Study of Weldability. Welding Journal, 45(11): 497s–503s
Zujue D, Yongming P, Renpei L, Wilken K (1994) A Comparative Study on the Criteria of Varestraint and Transvarestraint-Test of Solidification Cracking Sensitivity. IIW-Doc IX-1764-94
Sun Z (1992) Study of Solidification Crack Susceptibility Using the Solidification Cycle Hot-Tension Test. Materials Science & Engineering A: Structural Materials: Properties, Microstructure and Processing, A154(1): 85–92
Takeshi S, Katsuei H, Ryouichi Y (1990) Development of Solidification Cracking Test for MAG Narrow Gap Welding. Effect of Boron Contents on Solidification Cracking. Quarterly Journal of the Japan Welding Society, 8(1): 21–25
Brooks JA (1993) On Modeling Weld Solidification Cracking. In: Proceedings of Internal Conference on Modeling and Control of Joining Processes, Orlando, Fla., pp 174–185
Wu CS (1990) Numerical Analysis of Welding Heat Process. Publishing House of Harbin Institute of Technology
Yang YP (1995) A Study of Preventing Welding Hot Cracking of Thin High Strength Aluminum Alloy Plate with the Inverse Strain Method. Ph.D. Dissertation of Harbin Institute of Technology
Cao ZN (1993) Numerical Analysis of Fluid Flow and Thermal Distributions in Weld Pool for TIG/MIG Penetrations. Ph.D. Dissertation of Harbin Institute of Technology
Zheng W (1996) Numerical Simulation for Transient Behavior of Fluid Flow and Temperature Field in Pulsed Current TIG Weld Pool. Ph.D. Dissertation of Harbin Institute of Technology
Feng ZL (1994) Computational Analysis of Thermal and Mechanical Conditions for Weld Metal Solidification Cracking. Welding in the World, 33(5): 340–347
Feng ZL (1993) A Methodology for Quantifying the Thermal and Mechanical Conditions for Weld Metal Solidification Cracking. Ph.D. Dissertation of the Ohio State University, pp 15–24, 58–90, 280–300
Liu WP (1995) Computational Analysis and Prediction of Weld-Solidification Cracking. Computational Materials Science, 43(9): 211–219
Guo SQ (1995) A Study of Controlling Welding Hot Cracking and Distortion of Thin Aluminum Alloy Plate with High Susceptibility to Hot Cracking. Ph.D. Dissertation of Harbin Institute of Technology
Dye D, Hunziker O, Reed RC (2001) Numerical Analysis of the Weldabality of Superalloys. Acta mate, 49: 683–697
Shi JX (1997) The Numerical Simulation of the Driving Force of SUS310 Solidification Cracking. Ms. Thesis of Harbin Institute of Technology
Zhang HZ (1998) Numerical Simulation of Driving Force for Weld Metal Solidification Cracking of Stainless Steels. Master Thesis of Harbin Institute of Technology
Wei YH et al. (2000) Stress/strain Distributions for Weld Metal Solidification Crack in Stainless Steels. China Welding, 9(1): 1–6
Zhang YC (2000) A Simulation and Prediction System for Welding Solidification Crack. Master Thesis of Harbin institute of technology, 7
Matsuda, Nakagawa, Matsubara (1983) Quantitative evaluation of solidification brittleness of weld metal during solidification by in-situ observation and measurement (Report II) — Solidification ductility curves for steels with the MISO technique. Trans of JWRI, 12(1): 73–80
Shah AK et al. (1995) Weld heat-affected zone in Ti-6Al-4V Alloy, part I — Computer simulation of weld variables on the thermal cycles in the HAZ. Welding Journal, 76(9): 293s–305s
Goldak J (1984) A new finite element model for welding heat sources. Metallurgical Transactions B, 15B: 587–600
Varol I, Baeslack WA, Lippold JC (1989) Characterization of Weld Solidification Cracking in a Duplex Stainless Steel. Materials Characterization, 25(2–5): 555–573
Imoto I, Kim YC (1991) Mechanical Study on Quasi-solidification Cracks Under Pulsating Loads. Welding on Structures in Service Condition (report II). Quarterly Journal of the Japan Welding Society, 9(1): 43–47
Ichikawa K, Bhadeshia HKDH, MacKay DJC (1996) Model for Solidification Cracking in Low-Alloy Steel Weld Metals. Science and Technology of Welding and Joining, 1(1): 43–50
Matsuda F, Nakagawa H, Tomita S (1989) Between Strain-Rate Dependence of Critical Strain Required for Solidification Crack Initiation and Grain Boundary Sliding — Investigation on Weld Solidification Cracking by MISO Technique (report IV). Quarterly Journal of the Japan Welding Society, 7(1), 105–110
Chan YW (1987) Computer Simulation of Heat Flow in Pulsed Current Arc Welding. Metal Construction, (10): 599–606
Zheng W (1996) Numerical Simulation for Transient Behavior of Fluid Flow and Temperature Field in Pulsed Current TIG Weld Pool. Ph.D. Dissertation of Harbin Institute of Technology
Liu W (1987) Numerical Simulation of Al-Cu Alloy Solid Mechanical Behavior, Stress-strain During Solidifying and Solidification Crack. Ph.D. Dissertation of Harbin Institute of Technology
Author information
Authors and Affiliations
Editor information
Editors and Affiliations
Rights and permissions
Copyright information
© 2005 Springer-Verlag Berlin Heidelberg
About this chapter
Cite this chapter
Wei, Y., Dong, Z., Liu, R., Dong, Z., Pan2, Y. (2005). Simulating and Predicting Weld Solidification Cracks. In: Böllinghaus, T., Herold, H. (eds) Hot Cracking Phenomena in Welds. Springer, Berlin, Heidelberg. https://doi.org/10.1007/3-540-27460-X_11
Download citation
DOI: https://doi.org/10.1007/3-540-27460-X_11
Publisher Name: Springer, Berlin, Heidelberg
Print ISBN: 978-3-540-22332-0
Online ISBN: 978-3-540-27460-5
eBook Packages: Chemistry and Materials ScienceChemistry and Material Science (R0)