[1] | 孙奕韬, 王超, 吕玉苗 等. 非晶材料与物理近期研究进展. 物理学报, 2018,67:126101 | [1] | ( Sun Yitao, Wang Chao, Lü Yumiao , et al. Recent progress of the glassy materials and physics. Acta Physica Sinica, 2018,67:126101 (in Chinese)) | [2] | Wang Z, Wang WH . Flow units as dynamic defects in metallic glassy materials. National Science Review, 2019,6:304-323 | [3] | Wang N, Ding J, Yan F , et al. Spatial correlation of elastic heterogeneity tunes the deformation behavior of metallic glasses. NPJ Computational Materials, 2018,4:19 | [4] | Zhu F, Song S, Reddy KM , et al. Spatial heterogeneity as the structure feature for structure-property relationship of metallic glasses. Nature Communications, 2018,9:3965 | [5] | Qiao JC, Wang Q, Pelletier JM , et al. Structural heterogeneities and mechanical behavior of amorphous alloys. Progress in Materials Science, 2019,104:250-329 | [6] | Taylor GI . The Mechanism of plastic deformation of crystals. Part I. Theoretical. Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences, 1934,145:362-387 | [7] | Bernal JD . A geometrical approach to the structure of liquids. Nature, 1959,183:141-147 | [8] | Spaepen F . A microscopic mechanism for steady state inhomogeneous flow in metallic glasses. Acta Metallurgica, 1977,25:407-415 | [9] | 汪卫华 . 非晶态物质的本质和特性. 物理进展, 2013,33:177-351 | [9] | ( Wang Weihua . The nature and properties of amorphous matter. Progress in Physics, 2013,33:177-351 (in Chinese)) | [10] | Argon AS . Plastic deformation in metallic glasses. Acta Metallurgica, 1979,27:47-58 | [11] | Schall P, Weitz DA, Spaepen F . Structural rearrangements that govern flow in colloidal glasses. Science, 2007,318:1895-1899 | [12] | Sun BA, Wang WH . The fracture of bulk metallic glasses. Progress in Materials Science, 2015,74:211-307 | [13] | Maloney CE, Lema?tre A . Amorphous systems in athermal, quasistatic shear. Physical Review E, 2006,74:016118 | [14] | Hu YC, Guan PF, Wang Q , et al. Pressure effects on structure and dynamics of metallic glass-forming liquid. The Journal of Chemical Physics, 2017,146:024507 | [15] | Wu YC, Wang B, Hu YC , et al. The critical strain - A crossover from stochastic activation to percolation of flow units during stress relaxation in metallic glass. Scripta Materialia, 2017,134:75-79 | [16] | Tian ZL, Wang YJ, Chen Y , et al. Strain gradient drives shear banding in metallic glasses. Physical Review B, 2017,96:094103 | [17] | Wei D, Yang J, Jiang MQ , et al. Assessing the utility of structure in amorphous materials. The Journal of Chemical Physics, 2019,150:114502 | [18] | Hu YC, Tanaka H, Wang WH . Impact of spatial dimension on structural ordering in metallic glass. Physical Review E, 2017,96:022613 | [19] | 李茂枝 . 非晶合金及合金液体的局域五次对称性. 物理学报, 2017,66:176107 | [19] | ( Li Maozhi . Five-fold local symmetries in metallic liquids and glasses. Acta Physica Sinica, 2017,66:176107 (in Chinese)) | [20] | Zhang Q, Li QK, Zhao S , et al. Structural characteristics in deformation mechanism transformation in nanoscale metallic glasses. Journal of Physics: Condensed Matter, 2019,31:455401 | [21] | Fultz B . Vibrational thermodynamics of materials. Progress in Materials Science, 2010,55:247-352 | [22] | Chen K, Ellenbroek WG, Zhang Z , et al. Low-Frequency Vibrations of Soft Colloidal Glasses. Physical Review Letters, 2010,105:025501 | [23] | Yang J, Wang YJ, Ma E , et al. Structural parameter of orientational order to predict the Boson vibrational anomaly in glasses. Physical Review Letters, 2019,122:015501 | [24] | Baggioli M, Zaccone A . Universal origin of boson peak vibrational anomalies in ordered crystals and in amorphous materials. Physical Review Letters. 2019,122:145501 | [25] | Widmer-Cooper A, Perry H, Harrowell P , et al. Irreversible reorganization in a supercooled liquid originates from localized soft modes. Nature Physics, 2008,4:711-715 | [26] | Manning ML, Liu AJ . Vibrational modes identify soft spots in a sheared disordered packing. Physical Review Letters, 2011,107:108302 | [27] | Ding J, Patinet S, Falk ML , et al. Soft spots and their structural signature in a metallic glass. Proceedings of the National Academy of Sciences, 2014,111:14052-14056 | [28] | Rottler J, Schoenholz SS, Liu AJ . Predicting plasticity with soft vibrational modes: From dislocations to glasses. PHYSICAL REVIEW E, 2014,89:42304 | [29] | Ding J, Cheng YQ, Sheng H , et al. Universal structural parameter to quantitatively predict metallic glass properties. Nature Communications, 2016,7:13733 | [30] | Fan Z, Ding J, Li QJ , et al. Correlating the properties of amorphous silicon with its flexibility volume. Physical Review B, 2017,95:144211 | [31] | 时北极, 何国威, 王士召 . 基于滑移速度壁模型的复杂边界湍流大涡模拟. 力学学报, 2019,51(3):754-766 | [31] | ( Shi Beiji, He Guowei, Wang Shizhao . Large-eddy simulation of flows with complex geometries by using the slip-wall model. Lixue Xuebao/Chinese Journal of Theoretical and Applied Mechanics, 2019,51:754-766 (in Chinese)) | [32] | 孟春宇, 汤正俊, 陈明祥 . 基于中间构形的大变形弹塑性模型. 力学学报, 2019,51(1):182-191 | [32] | ( Meng Chunyu, Tang Zhengjun, Chen Mingxiang . A large deformation elastoplastic model based on the intermediate configuration. Chinese Journal of Theoretical and Applied Mechanics, 2019,51(1):182-191 (in Chinese)) | [33] | 刘静, 李杰, 张恒 . 基于速度梯度张量特征值的陷窝内旋涡分析. 力学学报, 2019,51(3):826-834 | [33] | ( Liu Jing, Li Jie, Zhang Heng . Dimple's Vortex analysis based on eigenvalue of velocity gradient tensor. Chinese Journal of Theoretical and Applied Mechanics, 2019,51(3):826-834 (in Chinese)) | [34] | Xu B, Falk ML, Li JF , et al. Predicting shear transformation events in metallic glasses. Physical Review Letters, 2018,120:125503 | [35] | DiDonna BA, Lubensky TC . Nonaffine correlations in random elastic media. Physical Review E, 2005,72:066619 | [36] | Cheng YQ, Ma E, Sheng HW . Atomic level structure in multicomponent bulk metallic glass. Physical Review Letters, 2009, 102: | [37] | Plimpton S . Fast parallel algorithms for short-range molecular dynamics. Journal of Computational Physics, 1995,117:1-19 | [38] | Stukowski A . Visualization and analysis of atomistic simulation data with OVITO-the Open Visualization Tool. Modelling and Simulation in Materials Science and Engineering, 2010,18:7 | [39] | Wang B, Luo L, Guo E , et al. Nanometer-scale gradient atomic packing structure surrounding soft spots in metallic glasses. npj Computational Materials, 2018,4:41 | [40] | Maloney C, Lema?tre A . Universal breakdown of elasticity at the onset of material failure. Physical Review Letters, 2004,93:195501 | [41] | Wang WH . Correlation between relaxations and plastic deformation, and elastic model of flow in metallic glasses and glass-forming liquids. Journal of Applied Physics, 2011,110:053521 | [42] | Falk ML, Langer JS . Dynamics of viscoplastic deformation in amorphous solids. Physical Review E, 1998,57:7192-7205 | [43] | Shimizu F, Ogata S, Li J . Theory of Shear Banding in Metallic Glasses and Molecular Dynamics Calculations. Materials Transactions, 2007,48:2923-2927 | [44] | Hu YC, Guan PF, Li MZ , et al. Unveiling atomic-scale features of inherent heterogeneity in metallic glass by molecular dynamics simulations. Physical Review B, 2016,93:214202 | [45] | Wei D, Yang J, Jiang MQ , et al. Revisiting the structure-property relationship of metallic glasses: Common spatial correlation revealed as a hidden rule. Physical Review B, 2019,99:014115 | [46] | Zink M, Samwer K, Johnson WL , et al. Plastic deformation of metallic glasses: Size of shear transformation zones from molecular dynamics simulations. Physical Review B, 2006,73:172203 | [47] | Zaccone A, Scossa-Romano E . Approximate analytical description of the nonaffine response of amorphous solids. Physical Review B, 2011,83:184205 | [48] | ?opu D, Stukowski A, Stoica M , et al. Atomic-level processes of shear band nucleation in metallic glasses. Physical Review Letters, 2017,119:195503 | [49] | Gendelman O, Jaiswal PK, Procaccia I , et al. Shear transformation zones: State determined or protocol dependent? EPL, 2015,109:16002 |
|