中文

Journal Publications

[121]K.Y. Lee, Z.-B. Shen, G.-J. Tang, X.-F. Li.Axisymmetric problems of a penny-shaped crack at the interface of a bi-material under shear and compression.Int. J. Solids Struct.: 69-70: 403-414, 2015.
[122]K. Y. Lee, X.-F. Li.Effect of heat conduction of penny-shaped crack interior on thermal stress intensity factors.Int. J. Heat Mass Transfer.: 91, 127-134, 2015.
[123]Z.-B. Shen, G.-J. Tang, X.-F. Li, X.-L. Peng.Effect of scale parameter on the deflection of a nonlocal beam and application to energy release rate of a crack.ZAMM: 95: 1428-1438,.
[124]X-F Li, G-J Tang, Z-C Jiang.Effect of initial T-stress on stress intensity factor for a crack in a thin pre-stressed layer.Eng. Fract. Mech.: 150, 19-27, 2015.
[125]X.-F. Li, G.-J. Tang, B.-Q. Tang.Effect of T-stress on branch angle of moving cracks.Mech. Res. Comm.: 56, 26-30, 2014.
[126]K. Y. Lee, H. Zhang, X.-F. Li.Dependence of Young's modulus of nanowires on surface effect.Int. J. Mech. Sci.: 81, 120-125, 2014.
[127]X.-F. Li, T.-Y. Fan.The stress field and energy of screw dislocation in smectic A liquid crystals and the mistakes of the classical solution.Chin. Phys. B: 23: 046102, 2014.
[128]K.Y. Lee, X.-F. Li, J.-X. Wu, A.-Y. Tang.Exact frequency equations of free vibration of exponentially non-uniform functionally graded Timoshenko beams.Int. J. Mech. Sci.: 89, 1-11, 2014.
[129]Cao WD, Li XF, Wu JX.Flexural waves in multi-walled carbon nanotubes using gradient elasticity beam theory.Comput. Mater. Sci.: 67: 188-195, 2013.
[130]Xi LY, Tang AY, Li XF.Vibration of a Rayleigh cantilever beam with axial force and tip mass.J. Constr. Steel Res.: 80: 15-22, 2013.
[131]Li XF, Luo QZ, Huang Y.Transverse waves propagating in carbon nanotubes via a higher-order nonlocal beam model.Compos. Struct.: 95: 328-336, 2013.
[132]Wu JX, Kang YA, Li XF.Exact frequency equations of free vibration of exponentially functionally graded beams.Appl. Acoust.: 74: 413-420, 2013.
[133]X.F. Li., S. Hosseini-Hashemi, A.S. Milani, R.J. Seethaler, H. Rokni.Analytical closed-form solutions for size-dependent static pull-in behavior in electrostatic micro-actuators via Fredholm integral equation.Sens. Actuat. A: Physical: 190: 32–43, 2013.
[134]Z.B. Shen, G.J. Tang, X.F. Li, H. Wang.Effect of surface stress on stress intensity factors of a nanoscale crack via double cantilever beam model.J. Nanosci. Nanotech.: 13: 477-482, 2013.
[135]G.J. Tang, X.F. Li, L.Y. Xi.Free vibration of standing and hanging gravity-loaded Rayleigh cantilevers.Int. J. Mech. Sci.: 66, 233-238, 2013.
[136]Li XF.Free vibration of axially-loaded shear beams carrying elastically restrained lumped tip masses via asymptotic Timoshenko beam theory.ASCE J. Eng. Mech.: 139: 418-428, 2013.
[137]Li XF, Zhang H, Kang YA.Natural frequencies of a shear beam standing on an elastic base and carrying a lumped mass.Adv. Struct. Eng.: 16: 549-558, 2013.
[138]L. E. Yang, X. F. Li, J. X. Wu, Y. Huang.Higher-order theory for bending and vibration of beams with circular cross-section.J. Eng. Math.: 80: 91-104, 2013.
[139]Z.B. Shen, G.J Tang, X.F. Li, H. Zhang.Stress intensity factors of double cantilever nanobeams via gradient elasticity theory.Eng. Fract. Mech.: 105, 58-64, 2013.
[140]Li X.F..Elastohydrodynamic problems in quasicrystal elasticity theory and wave propagation.Philos. Mag.: 93: 1500-1519, 2013.

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