2010
DOI: 10.1142/s1758825110000767
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Stress–strain Evolution in Cast in-738 Superalloy Single Fusion Welds

Abstract: A three-dimensional finite element elastic-plastic model was developed to study localized plastic strains and residual stresses that exist in a body that has previously been subjected to nonuniform temperature changes. The mechanical model was used to compute the evolution of plastic strains and residual stresses of welded material. The thermal gradient histories calculated during the GTA welding of cast IN-738LC alloys were imposed as load conditions on structural calculations. It can be clearly seen that at … Show more

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Cited by 14 publications
(12 citation statements)
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References 16 publications
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“…In Bonifaz and Richards [20], the mechanical model predicts highest residual stresses in regions of highest elastic strains, in agreement with conventional phenomenological material models where the macroscopic residual stress is always directly related to the macroscopic elastic strain. The highest residual stresses are located at the fusion line (where coarser dendrite secondary arm spacing exist); and the highest plastic strains are located at centerline (where finer dendrite secondary arm spacing exist).…”
supporting
confidence: 79%
“…In Bonifaz and Richards [20], the mechanical model predicts highest residual stresses in regions of highest elastic strains, in agreement with conventional phenomenological material models where the macroscopic residual stress is always directly related to the macroscopic elastic strain. The highest residual stresses are located at the fusion line (where coarser dendrite secondary arm spacing exist); and the highest plastic strains are located at centerline (where finer dendrite secondary arm spacing exist).…”
supporting
confidence: 79%
“…These stresses depend on the detailed thermal history, as well as the restraints (fixturing) used during processing. 18 If appropriate sub-level physical and mechanical properties are included into a strain gradient plasticity finite element analysis, then, it will be easily verified that materials display strong size effects when the characteristic length scale associated with non-uniform plastic deformation is on the order of microns. Figure 5 shows the normal stress and normal strain contours along PATH in a global meso submodel domain.…”
Section: The Mechanical Meso-submodelmentioning
confidence: 99%
“…The thermal gradients calculated with the thermal model already described in our previous related research [19][20][21][22], were imposed as load conditions to calculate micro residual stresses based on the proposed multi-scale strategy. Details of the thermo-mechanical analysis can be found in the above mentioned works.…”
Section: Introductionmentioning
confidence: 99%