2019
DOI: 10.5937/fmet1904901d
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Incorporating aged martensite model in residual stress prediction of ferritic steels girth weld

Abstract: The residual stress was predicted through a model of the multi-pass girth weld joint using Finite Element Method (FEM). Coupled Thermo-Metallurgy-Mechanical (TMM) analysis was carried out and the predicted final residual stress was compared with experiment data. To study the role of aged martensite in final residual stress, two models were simulated and discussed: models with and without aged martensite (prime martensite only). Comparing the experiment data, the model with aged martensite has shown closer pred… Show more

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Cited by 3 publications
(3 citation statements)
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“…As stated in [25] the mathematical model was developed using MATLAB tool to further predict the temperature distribution and total stress concentration at any localized nodal point. The model can be used to obtain optimal weld parameters such as weld, speed torch temperature, current and voltage.The residual stress was predicted through a model of the multi-pass girth weld joint using Finite Element Method (FEM) [26,27].…”
Section: Management Methods For Quality Evaluation Of the Weld Jointsmentioning
confidence: 99%
“…As stated in [25] the mathematical model was developed using MATLAB tool to further predict the temperature distribution and total stress concentration at any localized nodal point. The model can be used to obtain optimal weld parameters such as weld, speed torch temperature, current and voltage.The residual stress was predicted through a model of the multi-pass girth weld joint using Finite Element Method (FEM) [26,27].…”
Section: Management Methods For Quality Evaluation Of the Weld Jointsmentioning
confidence: 99%
“…When performing operations such as pipe welding, it is essential to use methods for assessing the quality of welded pipelines [7,8] and new technologies [9] and equipment for in-line inspection of pipelines that serve mobile technological modules. A promising direction for creating these modules can be the walking mechanisms of robots [10,11], which increase adhesion to the internal surfaces of pipelines.…”
Section: Prerequisites and Means For Solving The Problemmentioning
confidence: 99%
“…We substitute expression (11) for stresses into equation (8). At the same time, we consider that the stress distribution is symmetrical concerning the Ox axis, and then we replace the double integral with three single integrals (13):…”
Section: Figure 7 Elastic Chamber (¼ Section) In the Shape Of A Torus...mentioning
confidence: 99%