Abnormal twinning mechanisms and martensitic transformation in Fe60Mn12Cr12Ni8Si8 high entropy alloy under cyclic tension-compression loading

IF 15.4 1区 材料科学 Q1 ENGINEERING, MECHANICAL
International Journal of Plasticity Pub Date : 2026-03-01 Epub Date: 2026-01-15 DOI:10.1016/j.ijplas.2026.104613
Lin Guo , Jiaxing Wu , Ji Gu , Dechuang Zhang , Cheng Ma , Yilong Dai , Jianguo Lin , Ian Baker , Min Song
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Abstract

Twinning and martensitic transformations are well-understood under monotonic loading, yet how stress reversal and the associated kinematic reversibility, inherent to cyclic deformation, affects these mechanisms remains insufficiently understood. Here, we systematically investigate the microstructural evolution of a metastable high entropy alloy Fe60Mn12Cr12Ni8Si8 under cyclic tension-compression (CTC) loading. Multi-scale characterizations reveal that the cyclic stress reversal fundamentally alters the transformation pathway compared to the monotonic tension. The initial, undeformed material consists of a face-centered cubic γ phase. Monotonic tension primarily activates deformation-induced martensitic transformation, whereas CTC produces markedly different microstructural pathways depending on strain amplitude. At a low strain amplitude (0.5%), short-range glide of Shockley partial dislocations promotes extensive formation of HCP ε-martensite (a fraction of ∼68.3%). In contrast, high-strain-amplitude CTC loading (2.0%) activates an abnormal transformation-mediated twinning mechanism. This process, driven by the reversible motion of Shockley partial dislocation within confined ε-martensite, leads to a refined γ/γtwin/ε nano-laminate structure with a spacing of ∼2.6 nm. Furthermore, we identify unconventional polymorphic transformation pathways accommodating the high local stress concentrations: (i) nucleation of body-centered cubic α′-martensite at a specific interface where the two γ phases maintain an 86° angle between their respective (111¯)γ planes, and (ii) a direct γ to body-centered tetragonal α-martensite transition via continuous lattice shearing along (111)[112¯]γ. These mechanisms are attributed to the unique stress accommodation requirements in the highly confined nano-laminates. The resulting hierarchical microstructure not only relieves local stress concentrations but also contributes to the good cyclic durability. Overall, these findings establish an atomistic mechanistic link between cyclic reversibility and transformation/twinning pathway selection, and suggest a processing-enabled route to engineer heterogeneous γ/γtwin/ε nano-laminate structure in bulk metastable alloys at room temperature.

Abstract Image

循环拉压载荷下Fe60Mn12Cr12Ni8Si8高熵合金的异常孪晶机制及马氏体相变
孪晶和马氏体相变在单调载荷下已经得到了很好的理解,但是应力逆转和相关的运动可逆性,固有的循环变形,如何影响这些机制仍然没有得到充分的了解。本文系统地研究了循环拉伸压缩(CTC)加载下亚稳态高熵合金Fe60Mn12Cr12Ni8Si8的显微组织演变。多尺度特征表明,与单调张力相比,循环应力反转从根本上改变了转变路径。初始的未变形材料由面心立方γ相组成。单调张力主要激活变形诱发的马氏体相变,而CTC则根据应变幅值产生明显不同的微观组织路径。在低应变幅度(0.5%)下,肖克利位错的短程滑动促进了HCP ε-马氏体的广泛形成(约68.3%)。相比之下,高应变幅CTC加载(2.0%)激活了异常转变介导的孪生机制。这一过程由受限ε-马氏体内的Shockley部分位错可逆运动驱动,形成了间距为~ 2.6 nm的细化γ/γ孪晶/ε纳米层状结构。此外,我们确定了适应高局部应力浓度的非常规多晶转变途径:(i)在特定界面上,两个γ相在各自的(111¯)γ(111¯)γ平面之间保持86°夹角,形成体心立方α′-马氏体成核;(ii)通过沿(111)[112¯]γ(111)[112¯]γ连续晶格剪切,直接γ向体心四边形α-马氏体转变。这些机制归因于高度受限的纳米层压板中独特的应力调节要求。由此产生的分层结构不仅缓解了局部应力集中,而且有助于良好的循环耐久性。总的来说,这些发现建立了循环可逆性和转变/孪晶途径选择之间的原子机制联系,并提出了在室温下设计块状亚稳合金非均相γ/γ孪晶/ε纳米层压结构的加工途径。
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来源期刊
International Journal of Plasticity
International Journal of Plasticity 工程技术-材料科学:综合
CiteScore
15.30
自引率
26.50%
发文量
256
审稿时长
46 days
期刊介绍: International Journal of Plasticity aims to present original research encompassing all facets of plastic deformation, damage, and fracture behavior in both isotropic and anisotropic solids. This includes exploring the thermodynamics of plasticity and fracture, continuum theory, and macroscopic as well as microscopic phenomena. Topics of interest span the plastic behavior of single crystals and polycrystalline metals, ceramics, rocks, soils, composites, nanocrystalline and microelectronics materials, shape memory alloys, ferroelectric ceramics, thin films, and polymers. Additionally, the journal covers plasticity aspects of failure and fracture mechanics. Contributions involving significant experimental, numerical, or theoretical advancements that enhance the understanding of the plastic behavior of solids are particularly valued. Papers addressing the modeling of finite nonlinear elastic deformation, bearing similarities to the modeling of plastic deformation, are also welcomed.
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