This work presents a simple pseudo-corner model for predicting corner effects in metals, suggesting critical implications for buckling analysis in structures.
Previous experimental studies have noted that numerous metals exhibit “corner effects” following an abrupt change in strain-path, characterized by the sharp vertex produced on the subsequent yield surface and the apparent non-normality of the plastic flows. Some advanced models, known as pseudo-corner models, have been introduced to provide reasonable predictions regarding these corner effects, but their complex expressions limited their practical application in the industry. This work presents a simple pseudo-corner model to describe the flow non-normality after abrupt strain-path change and the model has been implemented in ABAQUS. A general parameter calibration method is proposed for the pseudo-corner model class based on the equivalent tangential shear modulus reduction after abrupt strain-path change. Furthermore, we apply the pseudo-corner models and the associated flow rule (AFR) to critical buckling estimation and post-buckling analysis. The results indicate that the pseudo-corner models and AFR offer the same prediction for the onset of buckling in circular tubes under axial compression. AFR apparently overestimates the plastic post-buckling strength, while the pseudo-corner models exhibit superior prediction performance.
No takes yet. Share an insight, caveat, or question.
Zhang et al. (2025) studied this question.
Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context: