形状记忆镍钛合金在应力偏置热循环过程中的变形模式

IF 4.4 2区 工程技术 Q1 MECHANICS
Yao Xiao , Dailu Chen , Tianjian Jiang , Dongjie Jiang , Liming Gao , Yichao Tang
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引用次数: 0

摘要

尽管镍钛的超弹性变形已被详细记录和分析,但其在应力偏置热循环过程中的形状记忆行为尚未被彻底揭示。本文研究了镍钛在较宽的偏置应力范围内进行热循环时的变形模式演变。对于目前的形状记忆镍钛,在低偏置应力(σbias ≤ 150 MPa)条件下,正向和反向转变都是通过局部变形带(LDB)的生长进行的;而在高偏置应力(σbias ≥ 200 MPa)条件下,LDB 只出现在正向转变过程中,反向转变则是均匀的。这是首次在应力偏置热循环过程中观察到脱局域现象(变形模式从局域性转变为均匀性)。我们明确了马氏体转变的内在过冷/过热会导致不稳定的热机械响应,而这正是形状记忆镍钛局部化的起源。研究发现,由位错滑移和变形缠绕主导的转变诱导塑性(TRIP)不仅会导致当前形状记忆镍钛的不可逆性,还会通过稳定反向转变的内在热机械响应而导致局部化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Transformation pattern of shape-memory NiTi alloy during stress-biased thermal cycling

Despite the superelastic deformation of NiTi has been documented and analyzed elaborately, its shape-memory behavior during stress-biased thermal cycling has not been thoroughly unveiled. This paper examines the evolution of transformation pattern in NiTi upon thermal cycling over a wide range of biasing stress. For the present shape-memory NiTi, both forward and reverse transformations proceed via the growth of localized deformation band (LDB) under low biasing stress (σbias ≤ 150 MPa), while LDB only appears during forward transformation and reverse transformation is uniform under high biasing stress (σbias ≥ 200 MPa). This is the first time that delocalization (conversion of deformation mode from localization to homogeneity) is observed during stress-biased thermal cycling. We clarify that the intrinsic undercooling/overheating of martensitic transformation results in unstable thermomechanical response, and it is the origin of localization in shape-memory NiTi. It is found that transformation-induced plasticity (TRIP), which is dominated by dislocation slip and deformation twining, not only causes irreversibility in the present shape-memory NiTi but also leads to delocalization through stabilization of intrinsic thermomechanical response of reverse transformation.

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来源期刊
CiteScore
7.00
自引率
7.30%
发文量
275
审稿时长
48 days
期刊介绍: The European Journal of Mechanics endash; A/Solids continues to publish articles in English in all areas of Solid Mechanics from the physical and mathematical basis to materials engineering, technological applications and methods of modern computational mechanics, both pure and applied research.
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