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胶体多晶体在循环无热准静态变形下的可逆到不可逆转变

Reversible-to-irreversible transition of colloidal polycrystals under cyclic athermal quasistatic deformation.

作者信息

Laurson Lasse, Jana Pritam Kumar

机构信息

Department of Chemistry, Birla Institute of Technology and Science, Pilani, Pilani Campus, Rajasthan 333031, India.

Computational Physics Laboratory, Tampere University, P.O. Box 692, FI-33014 Tampere, Finland.

出版信息

Phys Rev E. 2023 Dec;108(6-1):064612. doi: 10.1103/PhysRevE.108.064612.

Abstract

Cyclic loading on granular packings and amorphous media exhibits a transition from reversible elastic behavior to irreversible plasticity. The present study compares the irreversibility transition and microscopic details of colloidal polycrystals under oscillatory tensile-compressive and shear strain. Under both modes, the systems exhibit a reversible to irreversible transition. However, the strain amplitude at which the transition is observed is larger in the shear strain than in the tensile-compressive mode. The threshold strain amplitude is confirmed by analyzing the dynamical properties, such as mobility and atomic strain (von Mises shear strain and the volumetric strain). The structural changes are quantified using a hexatic order parameter. Under both modes of deformation, dislocations and grain boundaries in polycrystals disappear, and monocrystals are formed. We also recognize the dislocation motion through grains. The key difference is that strain accumulates diagonally in oscillatory tensile-compressive deformation, whereas in shear deformation, strain accumulation is along the x or y axis.

摘要

颗粒填料和非晶态介质上的循环加载表现出从可逆弹性行为到不可逆塑性的转变。本研究比较了振荡拉伸 - 压缩和剪切应变下胶体多晶体的不可逆转变和微观细节。在两种模式下,系统都表现出从可逆到不可逆的转变。然而,观察到转变的应变幅度在剪切应变中比在拉伸 - 压缩模式中更大。通过分析动力学性质,如迁移率和原子应变(冯·米塞斯剪切应变和体积应变),确定了阈值应变幅度。使用六方序参数量化结构变化。在两种变形模式下,多晶体中的位错和晶界消失,并形成单晶。我们还识别出位错通过晶粒的运动。关键区别在于,在振荡拉伸 - 压缩变形中,应变沿对角线累积,而在剪切变形中,应变沿x轴或y轴累积。

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