等原子面心立方合金的梯度塑性区模型

Q. Zhang, X. Jin, H. J. Yang, X. H. Shi, J. Qiao
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引用次数: 0

摘要

对于纳米压痕在纳米尺度上的应用,可以从微观上描述固溶强化对位错行为的影响,有助于理解高熵合金的特性。本研究旨在通过对面心立方Ni、CoNi、CoCrNi和feccrni金属和合金进行纳米压痕线性测试,深入了解塑性区内的位错运动,揭示多主合金中塑性区变化的材料依赖性。不同深度的压痕试验进一步证实了修正Nix-Gao模型的比例因子f受材料类别的支配。由此建立了f与位错活化过程及分布特征的相关参数之间的联系。对于位错激活,首先考虑激活体积和理论强度,然后由晶格畸变和应变梯度决定位错的分布特征。对于相邻压痕的临界强化,定义了强化边界的临界尺度因子f,该因子与压痕深度成正比,对于高强度多主HEAs和/或中熵合金(MEAs)来说,较大的f是优选的。结合四种金属和合金的f和f,建立了压痕塑性区演化的模型,其中塑性区包括三个部分。由于f和f的不一致趋势,在塑性区存在位错饱和区。本文提出的梯度塑性区模型能直观地描述位错运动及其强化效果。此外,该模型为描述材料在纳米压痕下的力学响应的框架的修改提供了依据。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Gradient Plastic Zone Model in Equiatomic Face-Centered Cubic Alloys
For the application of nanoindentation on the nanoscale, the dislocation behavior affected by solid solution strengthening can be described microscopically, which contributes to comprehend the peculiarity of high-entropy alloys (HEAs). This study is to provide deeper insights into the dislocation motion within the plastic zone and reveal the material dependence of the plastic zone variation in multi-principal alloys through designed nanoindentation linear tests performed on face-centered cubic Ni, CoNi, CoCrNi, and FeCoCrNi metals and alloys. Indentation tests at various depths further confirmed that the scale factor, f , which was proposed to modify the Nix-Gao model, is governed by the material category. From this, a connection is established between f and pertinent parameters of dislocation activation process and distribution characteristics. As for the dislocation activation, the activation volume and theoretical strength are considered, and then the lattice distortion and strain gradient determine the dislocation distribution feature. Regarding the critical strengthening of adjacent indentations, a critical scale factor f eff of the strengthening boundary is defined, which is proportional to the indentation depth, and a large f eff is preferred for high-strength multi-principal HEAs and /or medium-entropy alloys (MEAs). Combining the f and the f eff of the four metals and alloys, a model describing the evolution of the indentation plastic zone is established, in which the plastic zone include three parts. For the inconsonant trends of f and f eff , a dislocation saturation zone is suggested to existing in the plastic zone. The Gradient plastic zone model proposed here graphically depicts the dislocations motion, as well as its reinforcement effect. Futhermore, this model lends credence to modify the framework which describes the mechanical response of materials under nanoindentation.
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