論文 1. Peng C, Liu J, Soh AK. Effective dynamic properties of multi-segment beam lattices: a dynamic stiffness formulation. Acta Mechanica. 2024;In Press. 2. Zhao Z, Liu J. Probing plastic mechanisms in gradient dual-phase high-entropy alloys under nanoindentation. Journal of Alloys and Compounds. 2023;946:169424. 3. Wang Y, Liu J. On the yield surface of a typical bending-dominant periodic lattice metamaterial. Journal of Theoretical and Applied Mechanics. 2023;61(1):175-187. 4. Wang B, Liu J. Padé-Based Strain Gradient Modeling of Bandgaps in Two-Dimensional Acoustic Lattice Metamaterials. International Journal of Applied Mechanics. 2023;15(02):2350006. 5. Li X, Liu J, Soh AK. Prestress-mediated damage strength of lattice metamaterials and its optimization. International Journal of Fracture. 2023; In Press. 6. Chi Z, Liu J, Soh AK. On complete and micropolar-based incomplete strain gradient theories for periodic lattice structures. Applied Mathematics and Mechanics. 2023;44(10):1651-1674. 7. Chi Z, Liu J, Kah Soh A. Overlapping-Field Modeling (OFM) of periodic lattice metamaterials. International Journal of Solids and Structures. 2023;269:112201. 8. Zhao Z, Liu J, Soh AK, Tang C. On the snap-through time of a nanoscale elastic strip. Acta Mechanica Sinica. 2022;38:121219. 9. Zhao Z, Liu J, Siddiq A. Plastic Softening Induced by High-Frequency Vibrations Accompanying Uniaxial Tension in Aluminum. Nanomaterials. 2022;12(7):01239. 10. Zhao Z, Liu J. On cyclic plasticity of nanostructured dual-phase CoCrFeNiAl high-entropy alloy: An atomistic study. Journal of Applied Physics. 2022;132:164307. 11. Wang B, Liu J, Soh AK, Liang N. Exact strain gradient modelling of prestressed nonlocal diatomic lattice metamaterials. Mechanics of Advanced Materials and Structures. 2022;30(13):1-17. 12. Wang B, Liu J, Soh AK, Liang N. On band gaps of nonlocal acoustic lattice metamaterials: a robust strain gradient model. Applied Mathematics and Mechanics (English Edition). 2022;43(1):1-20. 13. Li X, Wang B, Liu J. Constructing continuum models of acoustic metamaterials via the symbiotic organisms search (SOS) optimization. AIP Advances. 2022;12(11):115320. 14. Hou M, Liu J, Soh AK. Modeling lattice metamaterials with deformable joints as an elastic micropolar continuum. AIP Advances. 2022;12(6):065116. 15. Chi Z, Liu J, Soh AK. Micropolar modeling of a typical bending-dominant lattice comprising zigzag beams. Mechanics of Materials. 2021;160:103922. 16. Wang Y, Chi Z, Liu J. On buckling behaviors of a typical bending-dominated periodic lattice. Composite Structures. 2020;258:113204. 17. Ma X, Liu J, Wang J, Pan H. Modeling of dynamic growth of a micro-scaled void based on strain gradient elasto-plasticity. Journal of Theoretical and Applied Mechanics. 2020;58(4):927-941. 18. Zhao Z, Liu J, Soh AK, Tang C. Temperature-mediated fabrication, stress-induced crystallization and transformation: atomistic simulations of additively manufactured amorphous Cu pillars. Modelling and Simulation in Materials Science and Engineering. 2019;27(7):075012. 19. Zhao F, Pan H, Zhang F, Liu J. A viscoplastic model for void growth under dynamic loading conditions. AIP Advances. 2019;9(12):125119. 20. Zhao F, Ma X, Pan H, Liu J. Modeling of dynamic elasto-plastic growth of a nano-void with surface energy, inertia and thermal softening effects. AIP Advances. 2019;9(10):105313. 21. Wang W, Liu J, Soh AK. Crystal plasticity modeling of strain rate and temperature sensitivities in magnesium. Acta Mechanica. 2019;230(6):2071-2086. 22. Ma X, Liu J. Influence of pre-tension on torsion of microscale Cu wires: a study via strain gradient theory. Journal of Theoretical and Applied Mechanics. 2019;57(4):1055-1065. 23. Liu J, Liang N, Soh AK. Modeling of progressive failures in quasi-brittle media based on a temporal stress-redistribution mechanism. Applied Mathematical Modelling. 2019;65:464-488. 24. Liu J. Simulating time-dependent quasi-brittle failures based on a multilinear releasing mechanism of viscous force (VF) fields. Engineering Fracture Mechanics. 2019;216:106490. 25. Zhao Z, Liu J, Soh AK. On the Da Vinci size effect in tensile strengths of nanowires: A molecular dynamics study. AIP Advances. 2018;8(1):015315. 26. Liu J. Simulating quasi-brittle failures including damage-induced softening based on the mechanism of stress redistribution. Applied Mathematical Modelling. 2018;55:685-697. 27. 王夢陽, 劉金興. 泡沫金屬彈性變形尺度效應的理論與數值研究. 工程力學. 2017;34(10):35-43. 28. Liu J, Wang W, Zhao Z, Soh AK. On elastic and plastic length scales in strain gradient plasticity. Structural Engineering and Mechanics. 2017;61(2):275-282. 29. Liu J, Soh AK. Gradient-type modeling of the effects of plastic recovery and surface passivation in thin films. Modelling and Simulation in Materials Science and Engineering. 2016;24(6):065001. 30. Liu J, Soh AK. Strain gradient elasto-plasticity with a new Taylor-based yield function. Acta Mechanica. 2016;227(10):3031-3048. 31. Xu J, Liu J, Rajendran S. A hybrid ‘FE-Meshfree’ QUAD4 element with nonlocal features. Computational Mechanics. 2015;56(2):317-329. 32. Liu JX. Analysis of surface effects on the deformation of a nanovoid in an elasto-plastic material. Applied Mathematical Modelling. 2015;39(17):5091-5104. 33. Mora A, Liu JX, El Sayed T. Constitutive modeling of void-growth-based tensile ductile failures with stress triaxiality effects. Applied Mathematical Modelling. 2014;38(13):3212-3221. 34. Liu JX, Demiral M, Sayed TE. Taylor-plasticity-based analysis of length scale effects in void growth. Modelling and Simulation in Materials Science and Engineering. 2014;22(7):075005. 35. Liu J, Soh AK. Bridging strain gradient elasticity and plasticity toward general loading histories. Mechanics of Materials. 2014;78:11-21. 36. Liu JX, Sayed TE. A variational constitutive model for the distribution and interactions of multi-sized voids. International Journal of Damage Mechanics. 2013;23(1):124-152. 37. Liu JX, Sayed TE. A quasi-static algorithm that includes effects of characteristic time scales for simulating failures in brittle materials. International Journal of Damage Mechanics. 2013;23(1):83-103. 38. Liu J, El Sayed T. On the Load–Unload (L–U) and Force–Release (F–R) Algorithms for Simulating Brittle Fracture Processes via Lattice Models. International Journal of Damage Mechanics. 2012;21(7):960-988. 39. Liu JX, Chen ZT, Wang H, Li KC. Elasto-plastic analysis of influences of bond deformability on the mechanical behavior of fiber networks. Theoretical and Applied Fracture Mechanics. 2011;55(2):131-139. 40. Liu J, Chen Z, Li KC. A 2-D lattice model for simulating the failure of paper. Theoretical and Applied Fracture Mechanics. 2010;54(1):1-10. 41. Liu JX, Liang NG. Algorithm for simulating fracture processes in concrete by lattice modeling. Theoretical and Applied Fracture Mechanics. 2009;52(1):26-39. 42. Liu JX, Zhao ZY, Deng SC, Liang NG. Numerical investigation of crack growth in concrete subjected to compression by the generalized beam lattice model. Computational Mechanics. 2008;43(2):277-295. 43. Liu JX, Zhao ZY, Deng SC, Liang NG. Modified generalized beam lattice model associated with fracture of reinforced fiber/particle composites. Theoretical and Applied Fracture Mechanics. 2008;50(2):132-141. 44. Liu J, Zhao Z, Deng S, Liang N. A simple method to simulate shrinkage-induced cracking in cement-based composites by lattice-type modeling. Computational Mechanics. 2008;43(4):477-492. 45. Liu JX, Deng SC, Liang NG. Comparison of the quasi-static method and the dynamic method for simulating fracture processes in concrete. Computational Mechanics. 2007;41(5):647-660. 46. Liu J, Deng S, Zhang J, Liang N. Lattice type of fracture model for concrete. Theoretical and Applied Fracture Mechanics. 2007;48(3):269-284. 47. Deng SC, Liu JX, Liang NG, Zhang J. Validation of component assembly model and extension to plasticity. Theoretical and Applied Fracture Mechanics. 2007;47(3):244-259. 48. Deng S, Liu J, Liang N. Wedge and twist disclinations in second strain gradient elasticity. International Journal of Solids and Structures. 2007;44(11-12):3646-3665. 專著 J.X. Liu, Z.Y. Zhao, N.G. Liang. Chapter 2: Numerical and theoretical analyses of tensile failure of shrunk cement-based composites. In: Computational Mechanics Research Trends (Ed., H.P. Berger). Nova publisher, 2010.
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