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A general linear method to evaluate the hardening behaviour of metals at large strain with full‐field measurements
40
Citations
36
References
2018
Year
EngineeringSevere Plastic DeformationMechanical EngineeringGeneric Yield FunctionResidual StressTensile MechanicsMechanics Of MaterialsWork HardeningStressstrain AnalysisStress‐strain CurveDeformation ModelingMaterials ScienceStrain LocalizationLarge Strain PlasticitySolid MechanicsLarge StrainMaterial MechanicsPlasticityGeneral Linear MethodMechanical PropertiesFull‐field MeasurementsFracture MechanicsHigh Strain Rate
Abstract The hardening behaviour of metals is generally described in terms of a stress‐strain curve derived from experiments. In this paper, a linear method to identify the stress‐strain curve starting from full‐field measurement data is presented. This method can be applied to any stress state using a generic yield function, the only requirement is that the full‐field measurement is extended up to the border of the specimen. The method is presented and validated using a finite element model of a notched specimen. Moreover, experiments were performed on specimens cut from a BH340 steel sheet to illustrate the viability to actual cases. Two geometries were considered, a standard uniaxial test, where the method was used to evaluate the post‐necking behaviour, and a notched specimen with a heterogeneous strain field. The proposed method, named linear stress‐strain curve identification (LSSCI), can be a useful tool in combination with inverse methods to identify the constitutive behaviour of metals in large strain plasticity.
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