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- W4308346037 abstract "Zener–Holloman parameter Z=ɛ̇exp(Q/RT) can be viewed as a single composite variable combining strain rate (ɛ̇) and temperature (T), with Q being the apparent activation energy for hot deformation. Similarly, three parameters have been suggested that combine two or three hot deformation variables; X=ɛ̇ɛn, W=ɛexp(Q′/RT), and Y=ɛ̇ɛnexp(Q/RT), where ɛ is strain, n is strain hardening exponent, and Q′=Q/n. Twelve empirical models are proposed in which flow stress is modeled as a linear and nonlinear (quadratic and cubic) polynomial function of each of four composite variables. Four sample data sets from the literature on hot-deformation of different alloys were used to assess the prediction accuracy of these models. Unlike previous models, the multivariate fitting does not require a reference temperature or strain rate and requires considerably less computational time. When flow stress is given as a function of parameter Y, the entire hot-deformation behavior may be represented by a single curve. Nonlinear models performed better than linear models, while models that characterized flow stress as a function of X and W performed better than models that used parameters Z and Y. Proposed nonlinear models have accuracy comparable to or greater than most constitutive models often employed to describe alloy hot deformation behavior." @default.
- W4308346037 created "2022-11-11" @default.
- W4308346037 creator A5019372221 @default.
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- W4308346037 date "2022-12-01" @default.
- W4308346037 modified "2023-10-07" @default.
- W4308346037 title "Constitutive models for flow stress based on composite variables analogous to Zener–Holloman parameter" @default.
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- W4308346037 doi "https://doi.org/10.1016/j.mtcomm.2022.104820" @default.
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