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Journal Publications
    [101]K. Y. Lee, Z.-B. Shen, X.-F. Li.Axial wave propagation and vibration of nonlocal nanorods with radial deformation and inertia.ZAMM: 97: 602-616, 2017.[102]K. Y. Lee, Z.-B. Shen, G.-J. Tang, X.-F. Li.Size-dependent resonance frequencies of longitudinal vibration of a nonlocal Love nanobar with a tip nanoparticle.Math. Mech. Solids: 22: 1529-1542, 2017.[103]K Y Lee, A-Y Tang, X-F Li, J-X Wu.Free and forced transverse vibration of nanowires with surface effects.J. Vib. Contr.: 23: 2064-2077, 2017.[104]X.-F. Li, X.-Y. Zhang.Transient thermal stress intensity factors for a circumferential crack in a hollow cylinder based on generalized fractional heat conduction.Int. J. Therm. Sci.: 121, 336-347, 2017.[105]X.-F. Li, X.-Y. Zhang.Transient response of a hygrothermoelastic cylinder based on fractional diffusion-wave theory.J. Thermal Stresses: 40: 1575-1594, 2017.[106]X.-F. Li, K. Y. Lee, J. Zou, Q.-X. Xiao.Surface effects on flutter instability of nanorod under generalized follower force.Struct. Eng. Mech.: 64: 723-730, 2017.[107]C.Y. Wang, X.-F. Li, W. Shi.Bending of a rectangular plate with rotationally restrained edges under a concentrated force.Appl. Math. Comp.: 286, 265-278, 2016.[108]C.Y. Wang, X.-F. Li, D.-L. Sun.Buckling of standing tapered Timoshenko columns with varying flexural rigidity under combined loadings.Int. J. Struct. Stab. Dyn.: 16: 1550017, 2016.[109]X.-F. Li, K. Y. Lee, J. Zou, W.-S. Li.Trapped modes in an infinite or semi-infinite tube with a local enlargement.Ultrasonics: 71, 59–68, 2016.[110]X.-F. Li, D.-K. Li.Large deflection and rotation of Timoshenko beams with frictional end supports under three-point bending.C. R. Mec.: 344: 556-568, 2016.[111]K. Y. Lee, S.-N. Jiang, J. Zou, X.-F. Li.Resonant frequency and flutter instability of a nanocantilever with the surface effects.Compos. Struct.: 153: 645-653, 2016.[112]K. Y. Lee, X.-F. Li.Fracture of a thin power-law nonlinear material with a crack using the DCB model.Int. J. Fract.: 201: 119-125, 2016.[113]X.-F. Li, X.-L. Peng, Z.-B. Shen, W. Shi.Frequency equation and resonant frequencies of free-free Timoshenko beams with unequal end masses.Int. J. Mech. Sci.: 115-116:406-415,2016.[114]T.Y. Fan, X.F. Li.Dislocations in the second kind two-dimensional quasicrystals of soft matter.Phys. B.: 502, 175-180, 2016.[115]X.-F. Li, Y. Huang.Effect of radial reaction force on the bending of circular plates resting on a ring support.Int. J. Mech. Sci.: 119, 197-207, 2016.[116]K.Y. Lee, Z.-B. Shen, G.-J. Tang, X.-F. Li.Resonance frequency and mass identification of zeptogram-scale nanosensor based on the nonlocal beam theory.Ultrasonics: 55, 75-84, 2015.[117]K.Y. Lee, X.-F. Li, W. Shi.Transverse vibration of free-free beams carrying two unequal end masses.Int. J. Mech. Sci.: 90, 251-257, 2015.[118]X.-F. Li, K.-C. Zhou, D. Zhang, S. Zhu.Effects of nonhomogeneity on singular electroelastic field near electrodes for a functionally graded piezoelectric material.Eur. J. Mech. - A/Solids: 51, 21-28, 2015.[119]K.Y. Lee, Z.-G. Wang, X.-F. Li, P. Chu.Double cantilever beam model for functionally graded materials based on two-dimensional theory of elasticity.Eng. Fract. Mech.: 135, 232-244, 2015.[120]K Y Lee, Z-B Shen, G-J Tang, X.-F. Li.Interface crack embedded in a bi-material plane under shear and compression.Mech. Mater.: 85, 80-93, 2015. | 
 
  
  
 
李显方
 
 Postal Address:40b57007f131fa69ec71652db38e3b3648006f6de025448051eb6aaae0e4a6eacd1b413333a2fe904110465f9a07cd9a90d0683a72d2dc7cb6edf5c95863dd6144ddb6728139b5392231c17e55bd9f4cb2c32ed2f344f2dc7ee7c87f6b220d7d59e1b268ebe09335b66b10fafae5375e32c2f522d856e5f50cad9a7465be742c Email:338f4584ab192c4616a35e88511d47a3e4132b9f324ddb126ba5f3465ce96f1aee8829c8f7259422ddadf9bac43f7c734de052077491bce48709751c039e1d8ac0e0a115139548d3b13ae9546257dc084ab8042d708280a97e81339a3751a75433bde3cea06896de3a672780645d0e0ac78c949e2ee8d5d64749c1c7e2bf8ddf |