主要期刊论文
论文标题 作者 发表/完成日期 期刊名称
Accuracy Comparison of Rectangular and Triangular Mathematical Elements in the Numerical Manifold Method H.H. Zhang, Y.L. Chen, L.X. Li* et al2009-07-18
广义有限元方法研究进展 李录贤 等2009-01-18应用力学学报
On the smoothed finite element method H-H Zhang, S-J Liu and L-X Li*2008-09-01Int J Numer Meth Engrg
Experimental study on the stitching reinforcement of Composite laminates with a circular hole XP Han, LX Li*, et al2008-06-01Composites Science and Technology
无限元方法及其应用 李录贤,国松直,王爱琴2007-05-25力学进展
Numerical analysis of the transverse strengthening behavior of fiber-reinforced metalmatrix W.X Zhang T.J Wang and L.X.Li2007-05-01Computational Materials Science
Application of the generalized infinite element method to unbounded elasto-static problems L-X Li, S Kunimatsu, A-Q Wang2007-04-06ICCM2007, 4-6 APRIL 2007, Hiroshima, Japan
Interphase effect on the strengthening behavior of particle-reinforced metal matrix composites W.X. Zhang, L.X. Li and T.J. Wang2007-02-01Computational Materials Science
复合材料等效弹性参数预估方法间的关系 李录贤 王铁军2005-10-10中国科协第五届青年学术年会陕西卫星会议论文集(“现代力学的机遇与挑战”分会场大会报告)
Modeling of Poling Behavior of Ferroelectric 3-3 Composites HY Zhang, LX Li et al2005-10-05International Journal of Engineering Science
3-3型压电复合材料的有限元模型及材料参数对其性能的影响分析 张红艳 李录贤等2005-10-03复合材料学报
A generalized infinite element for acoustic radiation L-X Li, et al2005-02-01ASME Journal of Vibration and Acoustics
A unified approach to predict overall properties of composite materials L-X Li, T-J Wang2005-01-02Materials Characterization
扩展有限元法(XFEM)及其应用 李录贤 王铁军.等2005-01-02力学进展
The analysis of interpolation precision of quadrilateral elements L-X Li et al2004-10-15Finite Elements in Analysis & Design
On the “mapped spheroidal” infinite element for unbounded wave problems Luxian Li, et al2004-10-06ICCM 2004, 15-17 DECEMBER 2004, Singapore
Numerical Experiments of the Generalized Mapped Infinite Element L.-X. Li, et al2004-01-04ICA 2004
A new conjugated mapped infinite element L-X Li, et al2004-01-01Journal of Computational Acoustics
Study on the degeneration of quadrilateral element to triangular element L-X Li2004-01-01Communications in Numerical Methods in Engineering
An integration technique in Burnett infinite element L.-X. LI, et al2003-11-16Proceedings of the ASME NCA Division - 2003
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