[1] Zhang, H., Chen, Y. Liu, X, Hu, G，An asymmetric elastic metamaterial model for elastic wave cloaking. Journal of the Mechanics and Physics of Solids，135，130796 (2020).
[2] Nie, X., Chen, Y. Liu, X. Scattering analysis and optimization of spherical acoustic cloak with unideal pentamode material. Acta Mechanica Solida Sinica, 33, 347–360 (2020) .
[3] Chen, Y. Liu, X, Hu, G，Topological phase transition in mechanical honeycomb lattice. Journal of the Mechanics and Physics of Solids, 122, 54-68 (2019).
[4] Shen, Z., Li, H., Liu, X., Hu, G. Thermal-structural dynamic analysis of a satellite antenna with the cable-network and hoop-truss supports. Journal of Thermal Stresses, 42, 1339-1356 (2019).
[5] Zheng, M., Liu, X., Chen, Y., Miao, H., Zhu, R., Hu, G. Theory and realization of nonresonant anisotropic singly polarized solids carrying only shear waves. Physical Review Applied. 12, 014027 (2019).
[6] Chen, Y. Liu, X., Hu, G. Influences of imperfectness and inner constraints on an acoustic cloak with unideal pentamode materials. Journal of Sound and Vibration, 458, 62-73 (2019).
[7] Y. Chen, M.Y. Zheng, X.N. Liu, Y. Bi, Z. Sun, P. Xiang, J. Yang, G.K. Hu, Broadband solid cloak for underwater acoustics, Phys. Rev. B, 95, 180104R (2017).
[8] X.N. Liu, G.K. Hu, Elastic metamaterials making use of chirality: a review, SV-Journal of Mechanical Engineering, 62, 403-418 (2016).
[9] Y. Chen, X.N. Liu, G.K. Hu, Latticed pentamode acoustic cloak, Scientific Reports, 5, 15745 (2015).
[10] R. Zhu, X.N. Liu, G.K. Hu, C.T. Sun, G.L. Huang, Negative refraction of elastic waves at the deep-subwavelength scale in a single-phase metamaterial, Nature Communications, 5, 5510 (2014).
[11] Z. Chang, X.N. Liu, G.K. Hu, Heat flow control by transformation method with grid generation method, Acta Mechanica Solida Sinica, 27, 454-460 (2014).
[12] Y. Chen, X.N. Liu, G.K. Hu, Micropolar modeling of planar orthotropic rectangular chiral lattices, Comptes Rendus Mécanique, 342, 273-283 (2014).
[13] Y. Chen, X.N. Liu, G.K. Hu, Q.P. Sun, Q.S. Zheng, Micropolar continuum modelling of bi-dimensional tetrachiral lattices, Proceedings of The Royal Society A, 470, 20130734 (2014).
[14] D. Yan, C. Liu, Q. Tian, K. Zhang, X.N. Liu, G.K. Hu, A new curved gradient deficient shell element of absolute nodal coordinate formulation for modeling thin shell structures, Nonlinear Dynamics, 74,153-164 (2013).
[15] X.N. Liu, G.L. Huang, G.K. Hu, Chiral effect in plane isotropic micropolar elasticity and its application to chiral lattices, Journal of the Mechanics and Physics of Solids, 60, 1907-1921 (2012).
[16] X.N. Liu, G.K. Hu, G.L. Huang, C.T. Sun, An elastic metamaterial with simultaneously negative mass density and bulk modulus, Applied Physics Letters, 98, 251907 (2011).
[17] X.N. Liu, G.K. Hu, C.T. Sun, G.L. Huang, Wave propagation characterization and design of two-dimensional elastic chiral metacomposite, Journal of Sound and Vibration, 330, 2536-2553 (2011).
[18] H. Chen, X.N. Liu, G.K. Hu, H. Yuan, Identification of material constants for micropolar composite by homogenization method, Computatinal Material Sciences, 46, 733-737 (2009).
[19] H. Chen, X.N. Liu, G.K. Hu, Overall plasticity of micropolar composites with interface effect, Mechanics of Materials, 40, 721-728 (2008).
[20] X.N. Liu, G.K. Hu, A continuum micromechanical theory of overall plasticity for particulate composites including particle size effect, International Journal of Plasticity, 21, 777-799 (2005).
[21] X.N. Liu, G.K. Hu, Inclusion problem of microstretch continuum. International Journal of Engineering Science, 42, 849-860 (2004).
