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[1]G. Chen, J. Gao, Y. Cui(*), H. Gao, X. Guo(*), and S. Wu. Effects of strain rate on the low cycle fatigue behavior of AZ31B magnesium alloy processed by SMAT. Journal of Alloys and Compounds, 735(1), 536–546 (2018). Impact factor: 3.133 (2区SCI)
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[2]Q.D. Ouyang, A.K. Soh, G.J. Weng, L.L. Zhu, and X. Guo(*). The limit velocity and limit displacement of nanotwin-strengthened metals under ballistic impact. Acta Mechanica, 2017 (in press).
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[3]K. Wu, X. Guo, H.H. Ruan, and L.L. Zhu(*). Micromechanical modeling for mechanical properties of gradient-nanotwinned metals with a composite microstructure. Material Science and Engineering A, 703(1), 180–186 (2017). Impact factor: 3.094 (2区SCI)
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[4]L.L. Zhu(*), H.H. Ruan, A.Y. Chen, X. Guo, and J. Lu(*). Microstructures-based constitutive analysis for mechanical properties of gradient-nanostructured 304 stainless steels. Acta Materialia, 128(1), 375–390 (2017). Impact factor: 5.301 (1区SCI)
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[5]L.L. Zhu(*), C.S. Wen, C.Y. Gao(*), X. Guo, and J. Lu. A study of dynamic plasticity in austenite stainless steels with a gradient distribution of nanoscale twins. Scripta Materialia, 133(1), 49–53 (2017). Impact factor: 3.747 (2区SCI)
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[6]Q.D. Ouyang, X. Guo(*), and X.Q. Feng. 3D microstructure-based simulations of strength and ductility of bimodal nanostructured metals. Material Science and Engineering A, 677(1), 76–88 (2016). Impact factor: 3.094 (2区SCI)
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[7]X. Guo(*), X. Sun, X. Tian, G.J. Weng, Q.D. Ouyang, and L.L. Zhu(*). Simulation of ballistic performance of a two-layered structure of nanostructured metal and ceramic. Composites Structures, 157(1), 163–173 (2016). Impact factor: 3.858 (2区SCI)
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[8]L.L. Zhu(*), X. Guo, and H.H. Ruan. Simulating size and volume fraction dependent strength and ductility of nanotwinned composite copper. Journal of Applied Mechanics, 83(7), 071009-1-8 (2016). Impact factor: 2.133
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[9]X. Guo(*), G. Yang, and G.J. Weng. The saturation state of strength and ductility of bimodal nanostructured metals. Materials Letters, 175(1), 131–134 (2016). Impact factor: 2.572
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[10]X. Guo(*), Q.D. Ouyang, G.J. Weng, and L.L. Zhu. The direct and indirect effects of nanotwin volume fraction on the strength and ductility of coarse-grained metals. Material Science and Engineering A, 657(1), 234–243 (2016). Impact factor: 3.094
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[11]L.L. Zhu(*), X. Guo, H.H. Ruan, and J. Lu. Prediction of mechanical properties in bimodal nanotwinned metals with a composite structure. Composites Science and Technology, 123(1), 222–231 (2016). Impact factor: 4.873
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[12]G. Yang, X. Guo(*), G.J. Weng, L.L. Zhu, and R. Ji. Simulation of ballistic performance of coarse-grained metals strengthened by nanotwinned regions. Modelling and Simulation in Materials Science and Engineering, 23(8), 085009-1-22 (2015). Impact factor: 1.859
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[13]X. Guo(*), T. Yang, and G.J. Weng. 3D cohesive modeling of nanostructured metallic alloys with a Weibull random field in torsional fatigue. International Journal of Mechanical Sciences, 101, 227–240 (2015). Impact factor: 2.481
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[14]J.H. Wang, W.J. Zhang(*), X. Guo, A. Koizumi, and H. Tanaka. Mechanism for buckling of shield tunnel linings under hydrostatic pressure. Tunnelling and Underground Space Technology, 49, 144–155 (2015). Impact factor: 1.741
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[15]X. Guo(*), G. Yang, G.J. Weng, and L.L. Zhu. Numerical simulation of ballistic performance of bimodal nanostructured metals. Material Science and Engineering A, 630(1), 13–26 (2015). Impact factor: 2.647
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[16]L.L. Zhu(*), S.X. Qu, X. Guo, and J. Lu(*). Analysis of the twin spacing and grain size effects on mechanical properties in hierarchically nanotwinned face-centered cubic metals based on a mechanism-based plasticity model. Journal of the Mechanics and Physics of Solids, 76(1), 162–179 (2015). Impact factor: 3.875
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[17]X. Guo(*), R. Ji, G.J. Weng, L.L. Zhu, and J. Lu. Computer simulation of strength and ductility of nanotwin-strengthened coarse-grained metals. Modelling and Simulation in Materials Science and Engineering, 22(7), 075014-1-22 (2014). Impact factor: 2.167
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[18]X. Guo(*), R. Ji, G.J. Weng, L.L. Zhu, and J. Lu. Micromechanical simulation of fracture behavior of bimodal nanostructured metals. Material Science and Engineering A, 618(1), 479–489 (2014). Impact factor: 2.567
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[19]L.L. Zhu(*), X. Guo, and J. Lu(*). Surface stress effects on the yield strength in nanotwinned polycrystal face-centered-cubic metallic nanowires. Journal of Applied Mechanics, 81, 101002-1-6 (2014). Impact factor: 1.128
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[20]X. Guo(*), X.Y. Dai, L.L. Zhu, and J. Lu. Numerical investigation of fracture behavior of nanostructured Cu with bimodal grain size distribution. Acta Mechanica, 225(4), 1093–1106 (2014). Impact factor: 1.247
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[21]X. Guo(*), W.J. Zhang, L.L. Zhu, and J. Lu. Mesh dependence of transverse cracking in laminated metals with nanograined interface layers. Engineering Fracture Mechanics, 105(1), 211–220 (2013). Impact factor: 1.576
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[22]X. Guo(*), K. Chang, L.Q. Chen, and M. Zhou(*). Determination of fracture toughness of AZ31 Mg alloy using the cohesive finite element method. Engineering Fracture Mechanics, 96(1), 401–415 (2012). Impact factor: 1.576
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[23]X. Guo, G.J. Weng, and A.K. Soh(*). Ductility enhancement of layered stainless steel with nanograined interface layers. Computational Materials Science, 55(3), 350–355 (2012). Impact factor: 1.458
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[24]X. Guo, R. K.L. Su, and B. Young(*). Numerical investigation of the bilinear softening law in the cohesive crack model for normal-strength and high-strength concrete. Advances in Structural Engineering, 15(3), 373–387 (2012). Impact factor: 0.489
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[25]X. Guo, A. Y.T. Leung(*), A.Y. Chen, H.H. Ruan, and J. Lu. Investigation of non-local cracking in layered stainless steel with nanostructured interface. Scripta Materialia, 63(4), 403–406 (2010). Impact factor: 2.949
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[26]X. Guo, W. Liang, and M. Zhou(*). Mechanism for the pseudoelastic behavior of FCC shape memory nanowires. Experimental Mechanics, 49(2), 183–190 (2009). Impact factor: 1.542
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[27]X. Guo, A. Y.T. Leung(*), X.Q. He, H. Jiang, and Y. Huang. Bending buckling of single-walled carbon nanotubes by atomic-scale finite element. Composites: Part B, 39(1), 202–208 (2008). Impact factor: 1.704
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[28]X. Guo, A. Y.T. Leung(*), H. Jiang, X.Q. He, and Y. Huang. Critical strain of carbon nanotubes: an atomic-scale finite element study. Journal of Applied Mechanics-Transactions of the ASME, 74(2), 347–351 (2007). Impact factor: 1.065
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[29]A. Y.T. Leung(*), X. Guo, X.Q. He, H. Jiang, and Y. Huang. Postbuckling of carbon nanotubes by atomic-scale finite element. Journal of Applied Physics, 99(12), 124308 (2006). Impact factor: 2.201
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[30]A. Y.T. Leung(*), X. Guo, X.Q. He, and S. Kitipornchai. A continuum model for zigzag single-walled carbon nanotubes. Applied Physics Letters, 86(8), 083110 (2005). Impact factor: 3.726
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[31]K. Kroy(*) and X. Guo. Comment on “Relevant Length Scale of Barchan Dunes.” Physical Review Letters, 93(3), 039401 (2004). Impact factor: 7.180
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[32]X. Guo, X.J. Zheng, and Y.H. Zhou. Research on theoretical predictions of electric field generated by wind-blown sand. Key Engineering Materials, 244, 583–588 (2003).
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[33]Y.H. Zhou(*), X. Guo, and X.J. Zheng. Experimental measurement of wind-sand flux and sand transport for naturally mixed sands. Physical Review E, 66(2), 021305 (2002). Impact factor: 2.508