期刊
JOURNAL OF THE MECHANICS AND PHYSICS OF SOLIDS
卷 149, 期 -, 页码 -出版社
PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.jmps.2020.104199
关键词
Cyclic phase transition; Shape memory alloy; Evolution dynamics; Temperature and strain pulsations; Thermo-mechanical coupling
资金
- Hong Kong Research Grant Council [16206119]
- National Natural Science Foundation of China [11972263, 11532010]
- Innovation Committee [SGDX 2019081623360564]
The study investigated the evolution dynamics of a superelastic NiTi shape memory alloy rod under periodic tensile stress through experiments and modeling analysis. Significant frequency dependent oscillations, drifts and stabilizations in the strain, temperature and stress-strain curves were quantified, revealing the important role of thermomechanical coupling in the observed evolution dynamics. The stress-strain responses were found to be non-isothermal and distinct from displacement-controlled cyclic phase transition.
Experiment and modeling analysis are performed to study the evolution dynamics due to ther-momechanical coupling in cyclic phase transformation responses of a superelastic NiTi shape memory alloy rod under periodic tensile stress. Synchronized acquisition of time evolutions in temperature and stress-strain curve of the rod were realized in the frequency range of 0.0004 similar to 4 Hz (average stress rate from 0.42 MPa/s to 4200 MPa/s). Significant frequency dependent oscillations, drifts and stabilizations in the strain, temperature and stress-strain curves are quantified and the roles of thermomechanical coupling in the observed evolution dynamics of the responses are revealed. It is found that the stress-strain responses are non-isothermal over the tested frequency range and that the evolution dynamics is quite distinct from that of displacement-controlled cyclic phase transition (Yin et al., JMPS, 2014) due to the non-prescribed heat sources and the implicit nature of the response. The evolution dynamics are modelled by two coupled non-linear governing equations to obtain numerical and approximate analytical expressions of the transient and steady-state stress-strain and temperature oscillations. It is shown that, for given material and ambient properties, the thermomechanical responses under cyclic-stressing can be divided into three regions and are essentially governed by the non-dimensional time scale (t(p)) over bar and stress Delta(sigma) over bar.
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