4.6 Article

A nonassociated constitutive model describing transients in material behaviour induced by strain-path changes

期刊

MATERIALS TODAY COMMUNICATIONS
卷 30, 期 -, 页码 -

出版社

ELSEVIER
DOI: 10.1016/j.mtcomm.2022.103137

关键词

Strain-path change; Transient phenomena; Distortional yield surface; Nonassociated flow rule; Back stress evolution

资金

  1. Program of Shanghai Academic/Technology Research Leader [21XD1422000]
  2. National Natural Science Foundation of China [51875351]

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A phenomenological nonassociated constitutive model is proposed to describe the transients in material behaviour induced by strain-path changes. The model accurately predicts the changes in the stress and r-value versus strain curves. Experimental validation shows good agreement between the numerical simulations and experimental outcomes.
To describe transients in material behaviour induced by strain-path changes (SPCs), including the transients in the stress and r-value versus strain curves, a phenomenological nonassociated constitutive model was proposed. The model was characterised by using a distortional function to define the yield surface based on experimental observations and a simpler nondistortional function to define the plastic potential surface. The prediction accuracy of the simplified plastic potential function was discussed by comparing different plastic potential functions in terms of their prediction of the r-value transient. In addition, anisotropic expansion of the yield and plastic potential surfaces during SPCs was described by a back stress restoration rule. To validate the proposed constitutive model, two-stage loading experiments were conducted on a 6061O aluminium sheet. Stress transients, including early yielding and permanent softening, were observed under both reverse and orthogonal loading. Moreover, a downward transient was observed on the r-value versus strain curve for the prestrained 6061O sheet, which had a constant r-value during monotonic loading. Simulations were conducted in parallel with tests in the subsequent loading stage. The numerical results of the stress-strain response, r-value transient, and force-displacement curves matched well with the experimental outcomes.

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