Dr. ZHANG Jian-ming
Associate Professor
Email:jmzhang@kmust.edu.cn
Academic Qualifications
1981.9-1985.7, BSc, Yunnan University Department of Mathematics
1990.9-1993.5, MEng, Kunming University of Science and Technology Department of engineering mechanics
2002.9-2008.10, PhD, University of Manitoba, Canada, Department of Mathematics
Working Experience
2011.10 To date Kunming University of Science and Technology Faculty of Civil Engineering and Mechanics
Department of engineering mechanics Associateprofessor
2009.10 – 2011.9 Hangzhou Dianzi University Faculty of Science Senior engineer
1993.6 – 2002.5 Kunming nantian network system engineering co. LTDVice-general Manager
Research Fields
1. Theory and application in engineering of the finite element method
2. Scientific and engineering computation
3. Dynamical system
Research Fundings
1. Study of P and H-P version finite element method theory for elliptic problems in three dimensions and application in engineering, (2013.01-2016.12, Finished),The national natural science fund of China (regional science fund) project, 11261026
2. Numerical simulation of hydraulic concrete structure cracking and crack propagation based on the high order finite element method,(2018.01-2021.12),The national natural science fund of China (regional science fund) project, 51769011
Academic Achievements
Papers:
[1] Jianming Zhang, Shuming Li and Hongpeng Geng. Bifurcations of exact travelling wave solutions for the generalized R_K_L equation. Journal of Applied Analysis and Computation, Volume 6, Number 4, November 2016,1205-1210.SCI.
[2] Jianming Zhang, Yong He and Xian Qi. The Convergence of the h-p Version of the Finite Element Method with Quasi-uniform Meshes in Three Dimensions. AIP Conference Proceedings 1648, 050010(2015), CPCI.
[3] Yang Yang, Jianming Zhang and Zhongjian Zhang. Polynomial Extensions on a Pyramid in Three Dimensions. AIP Conference Proceedings 1648, 05009(2015), CPCI.
[4] Jianming Zhang and Yang Yang. Shear deformable deformation of carbon nanotubes based on a new analytical nonlocal Timoshenko beam model. AIP Conference Proceedings 1648, 460003(2015), CPCI.
[5] Benqi Guo and Jianming Zhang. Construction of Polynomial Extensions in Two Dimensions and Application to the h-p Finite Element Method. Journal of Computational and Applied Mathematics, Volume 261, 1 May 2014, pp.249-270,SCI.
[6] Jianming Zhang and Li jun Yi. A Legendre-Gauss Collocation method for the Multi-Pantograph Delay Differential Equation. Applied Mechanics and Materials, Vols. 444-445(2014) pp 661-665, Trans Tech Publications, Switzerland.EI.
[7] Jianming Zhang and Yong He. New development of the P and H-P version finite element method with quasi-uniform meshes for elliptic problems. Applied Mechanics and Materials, Vols. 444-445, pp 671-675, (2014) Trans Tech Publications, Switzerland.EI.
[8] Yong He and Jianming Zhang. The development and Application of Meshless method. Applied Mechanics and Materials, Vols. 444-445 pp214-220 (2014) Trans Tech Publications, Switzerland.EI.
[9] Jianming Zhang and Yong He. The convergence of the H-P Version of the Finite Element Method with Qusi-Uniform Meshes for Three Dimensional Poisson Problems with Edge Singularity. Applied Mechanics and Materials, Volumes 644-650(2014), pp.1551-1555, (2014) Trans Tech Publications, Switzerland.EI.
[10] Jianming Zhang and Li jun Yi. The convergence rate of p and h-p FEM for three dimensional sticity problems on L-shape domain. Procedia Engineering 2012.31, pp1024-1032,EI.
[11] Yanyan, Wenquan Wang and Jianming Zhang and Lixiang Zhang. Free vibration of the water-filled single-walled carbon nanotubes. Procedia Engineering 2012,21,pp.647-653,EI.
[12] Jianming Zhang. Construtive Method For the polynomial Extensions in Two Dimensions. Procedia Engineering 2012. 31, pp366-372,EI.
[13] Jianming Zhang and Shumin Li. Bifurcation of traveling wave solutions and exact solutions for the generalized Schrodinger equation. International Journal of Bifurcation and Chaos, 2011, 21(9), pp.2623-2628,SCI.
[14] Benqi Guo and Jianming Zhang. Stable and compatible polynomial extensions in three dimensions and applications to the p and h-p finite element method. SIAM Journal on Numerical analysis, 2009, 47(2), pp.1195-1225,SCI.
[15] Jibin Li and Jianming Zhang. New treatment on bifurcations of periodic solutions and homhclinic orbits at high r in the Lorenz equations. SIAM Journal on Applied Mathematics, 1993, 53(4), pp.1059-1071,SCI.