Welcome to Dr. Lihua Wang's home page!

Ph.D,  Professor
Associate Director of Institute of Computational Mechanics and Simulation
School of Aerospace Engineering and Applied
Mechanics, Tongji University

Address: 311, East Building, 100 Zhangwu Road

Tel/Fax: 86-21-65983267

E-mail: lhwang@tongji.edu.cn

Research Interests: Computational Mechancis, Structural Dynamics  

Publications in Journals

  1. Qian Z, Wang L, Zhang C, Zhong Z, Chen Q. Conservation and accuracy studies of the LESCM for incompressible fluids. Journal of Computational Physics, 2023, 112269.

  2. Li L, Yang F, Zhang S, Guo Z, Wang L, Ren X. A novel hybrid auxetic honeycomb structure with enhanced load-bearing and energy absorption properties. Engineering Structures. 2023, 289:116335.

  3. Li P, Yang F, Bian Y, Zhang S, Wang L. Designable mechanical properties of modified body-centered cubic lattice materials. Composite Structures, 2023, 317:117060.

  4. 胡明皓, 王莉华. 基于拉格朗日插值的无网格直接配点法和稳定配点法. 力学学报, 2023, 55(5), 1-11.

  5. Wang L, Ye W, Zhu Y, Yang F, Zhou Y. Optimal parameters selection of back propagation algorithm in the feedforward neural network. Engineering Analysis with Boundary Elements, 2023, 151:575-596.

  6. Hu M, Wang L, Yang F, Zhou Y. Weighted radial basis collocation method for the nonlinear inverse Helmholtz problems. Mathematics 2023, 11(3): 662.

  7. Li P, Yang F, Bian Y, Zhang S, Wang L. Design of lattice materials with isotropic stiffness through combination of two complementary lattice configurations. Acta Mechanica.2023, 234(5), 1843-1856.

  8. Wang L, Hu M, Zhong Z, Yang F. Stabilized Lagrange Interpolation Collocation Method: a meshfree method incorporating the advantages of finite element method. Computer Methods in Applied Mechanics and Engineering, 2023,404:115780.

  9. Wang L, Liu Y, Liao Z, Zhou Y, Yang F. Gradient reproducing kernel based Hermite collocation method (GHCM) for eigenvalue analysis of functionally graded thin plates with in-plane material. Engineering Analysis with Boundary Elements, 2023, 148:73-89.

  10. Tian XJ, Zhou YT, Li FJ, Wang LH. Joint finite size influence and frictional influence on the contact behavior of thermoelectric strip. Archive of Applied Mechanics, 2023,93(1):405-425..

  11. Luo QH, Zhou YT, Wang L, Ding S. The effect of adhesion on indentation behavior of various smart materials. Mathematics,2022, 10(23):4511.

  12. Ye W, Zhang F, Wang L, Song X. Shale crack identification based on acoustic emission experiment and wavenet data recovery. International Journal of Applied Mechanics, 2022,14(9):2250073.

  13. Li, L, Yang, F, Li, P, Wu, W, Wang, L. A novel hybrid lattice design of nested cell topology with enhanced energy absorption capability, Aerospace Science and Technology,2022: 107776. JCR1

  14. 王莉华, 廖樟增, 刘义嘉, 杨帆. Hermite梯度重构核近似配点法及其在功能梯度材料板的静力分析中的应用. 固体力学学报,2022, 43(6):785-795.

  15. 武凡舒,王莉华,胡明皓. 基于无网格稳定配点法的热传导问题分析.力学季刊, 2022, 43(4):844-854.

  16. 张振楠, 杨帆, 王莉华. 含中心裂纹梯度纳晶金属的数值模拟. 力学季刊, 2022,43(1):75-83.

  17. Qian Z, Wang L, Zhang C, Chen Q. A highly efficient and accurate Lagrangian-Eulerian stabilized collocation method (LESCM) for the fluid-rigid body interaction problems with free surface flow. Computer Methods in Applied Mechanics and Engineering, 2022, 398:115238.

  18. Tian XJ, Zhou YT, Wang LH. The applicable range of the Goodman approximation in non-slipping contact of elastic materials with thermoelectric effects. Applied Mathematical Modelling, 2022,108:521-552.

  19. 王莉华, 阮剑武. 配点型无网格法理论和研究进展. 力学季刊, 2021, 42(4):613-632.

  20. 叶文静,王莉华. 基于反向传播神经网络的疲劳裂纹扩展分析. 力学季刊, 2021, 42(4):613-632.

  21. Wang L, Liu Y, Zhou Y, Yang Fan. A gradient reproducing kernel based stabilized collocation method for the static and dynamic problems of thin elastic beams and plates. Computational Mechanics, 2021, 68, 709-739.

  22. Tian XJ, Zhou YT, Li FJ, Wang LH. Joint finite size influence and frictional influence on the contact behavior of thermoelectric strip. Archive of Applied Mechanics, 2021,42(5):649-664.

  23. Li P, Yang F, Bian Y, Zhang S, Wang L. Deformation pattern classification and energy absorption optimization of the eccentric body centered cubic lattice structures. International Journal of Mechanical Sciences, 2021.

  24. Wang L, Liu Y, Zhou Y, Yang Fan. A stabilized collocation method based on the efficient gradient reproducing kernel approximations for the boundary value problems. Engineering Analysis with Boundary Elements, 2021, 132:446-459.

  25. 王莉华, 刘义嘉, 钟伟, 钱志浩. 无网格稳定配点法及其在弹性力学中的应用. 计算力学学报, 2021, 38(3):305-312.Wang L, Liu Y, Zhong W, Qian Z. Meshfree stabilized collocation method in elasticity. Chinese Journal of Computational Mechanics, 2021, 38(3):305-312.

  26. Tian XJ, Zhou YT, Wang L, Ding S. Surface contact behavior of functionally graded thermoelectric materials indented by a conducting punch. Applied Mathematics and Mechanics (English Edition). 2021,42(5):649-664.

  27. Qian Z, Wang L, Gu Y, Zhang C. An efficient meshfree gradient smoothing collocation method (GSCM) using reproducing kernel approximation. Computer Methods in Applied Mechanics and Engineering, 2021, 374:113573.

  28. Wang L, Liu Y, Zhou Y, Yang F. Static and dynamic analysis of thin functionally graded shell with in-plane material inhomogeneity. International Journal of Mechanical Sciences, 2021, 193:106165.

  29. Wang L, Qian Z. A meshfree stabilized collocation method (SCM) based on reproducing kernel approximation. Computer Methods in Applied Mechanics and Engineering,2020,371: 113303.

  30. Zhang Z,  Yang F, Liu Y, Wang L. J-integral evaluation of a mode I crack in gradient nanocrystalline metals. Materials Today Communications, 2020, 25, 101328 .

  31. Tian XJ , Zhou YT ,  Guan XF, Wang LH, Ding SH. The frictional contact problem of a rigid punch sliding over thermoelectric materials. International Journal of Solids and Structures, 2020, 200-201:145-157.

  32. Wang L, Qian Z, Zhou Y, Peng Y. A weighted meshfree collocation method for incompressible flows using radial basis functions. Journal of Computational Physics,2020, 401:108964.

  33. Wang L, Ye W, Zhou Y. Impact dynamics of a dragonfly wing. CMES-Computer Modeling in Engineering & Sciences,2020, 122(3):889-906.

  34. 王莉华,李溢铭,褚福运.基于分区径向基函数配点法的大变形分析(Finte Subdomain Radial Basis Collocation Method for The Large Deformation Analysis).力学学报, 2019, 51(3): 743-753.

  35. Zhou Y T, Zhang C, Zhong Z, Wang L. Transient thermo-electro-elastic contact analysis of a sliding punch acting on a functionally graded piezoelectric strip under non-Fourier heat conduction. European Journal of Mechanics-A/Solids, 2019, 73: 90-100.

  36. Peng YB, Zhang ZK, Yang JG, Wang LH. Full-Scale Simulations of Magnetorheological Damper for Implementation of Semi-Actively Structural Control. Journal of Mechanics, 2019,35(4):549-562.

  37. Wang L, Wang Z, Qian Z, Gao Y, Zhou Y. Direct collocation method for identifying the initial conditions in the inverse wave problem using radial basis functions. Inverse Problems in Science and Engineering, 2018, 26(12):1695-1727.

  38. Wang L, Qian Z, Wang Z, Gao Y, Peng Y. An efficient radial basis collocation method for the boundary condition identification of the inverse wave problem. International Journal of Applied Mechanics, 2018,10(1): 1850010 (26 pages).

  39. Wang L, Zhong Z. Complex modal analysis for the time-variant dynamical problem of rotating pipe conveying fluid. Computer Modeling in Engineering & Sciences, 2018, 114(1):1-18.

  40. Wang L. Radial basis functions methods for boundary value problems: performance comparison. Engineering Analysis with Boundary Elements, 2017, 84:191-205.

  41. Gao YK,Wang LH,Zhong Z.Surface enhanced layer and fatigue performance of TC4 titanium alloy,ICF 2017 - 14th International Conference on Fracture,2017, 1:142-143.

  42. Wang L, Wang Z, Qian Z. A meshfree method for inverse wave propagation using collocation and radial basis functions. Computer Methods in Applied Mechanics and Engineering. 2017, 322(1):311-350.

  43. Wu CT, Wang L, Bonello B, Schweitzer MA, Ma N, Ling L. Advanced Mesh-Based and Particle-Based Numerical Methods for Engineering and Applied Mathematics Problems. Mathematical Problems in Engineering. 2017, https://doi.org/10.1155/2017/1273017.

  44. Chu F, He J, Wang L, Zhong Z. Buckling analysis of functionally graded thin plate with in-plane material inhomogeneity. Engineering Analysis with Boundary Elements, 2016,65:112-125.

  45. 王莉华,王振,褚福运.“基于分区径向基函数配点法的薄板弯曲问题分析”,力学与工程应用(第十六卷), 2016, 245-247.

  46. Wang L, Zhong Z. Radial Basis Collocation Method for the dynamics of rotating flexible tube conveying fluid. International Journal of Applied Mechanics, 2015, 7(3):1550045(33PAGES).

  47. Chu F, Wang L, Zhong Z, He J. Hermite radial basis collocation method for vibration of functionally graded plates with in-plane material inhomogeneity. Computers and Structures, 2014,142:79-89.

  48. Wang L, Zhong Z. Dynamics of the dragonfly wings raised by blood circulation. Acta Mechanica, 2014, 225:1471-1485.

  49. Chu F, Wang L, Zhong Z. Finite subdomain radial basis collocation method. Computational Mechanics, 2014, 54(2):235-254.

  50. 王莉华,褚福运,仲政.“三维功能梯度材料板静力和动力问题分析的径向基函数配点法”,中国科技论文,2014, 9(2):201-206.

  51. Wang L, Zhong Z. Radial basis collocation method for nearly incompressible elasticity. Journal of Engineering Mechanics-ASCE, 2013, 139(4):439-451.

  52. Chi SW, Chen JS, Hu HY, Luo H, Wang L. Dispersion and stability properties of radial basis collocation method for elastodynamics. Numerical Methods for Partial Differential Equations, 2013, 29(3):818-842.

  53. Wang L, Chu F, Zhong Z. Study of radial basis collocation method for wave propagation. Engineering Analysis with Boundary Elements, 2013, 37(2):453-463.

  54. Wang L, Hu Z, Zhong Z. Nonlinear dynamical analysis for an axially moving beam with finite deformation. International Journal of Non-Linear Mechanics, 2013, 54:5-21.

  55. 王莉华,仲政. “基于径向基函数配点法的梁板弯曲问题分析”.固体力学学报, 2012, 33(4):349-357.

  56. Wang L, Chen JS, Hu HY. Subdomain radial basis collocation method for fracture mechanics. International Journal for Numerical Methods in Engineering, 2010, 83:851-876.

  57. Wang LH, Hu ZD, Zhong Z, Ju JW. Dynamic analysis of an axially translating viscoelastic beam with an arbitrarily varying length. Acta Mechanica, 2010, 214(3-4):225-244.

  58. Wang LH, Hu ZD, Zhong Z. Dynamic analysis of an axially translating plate with time-variant length. Acta Mechanica, 2010, 215(1-4):9-23.

  59. 王莉华,杨志刚,胡振东.“三段式高压加热器管束流体弹性失稳临界流速的计算”.力学季刊, 2010, 31(3):406-410.

  60. Wang LH, Hu ZD, Zhong Z, Ju JW. Hamiltonian dynamic analysis of an axially translating beam featuring time-variant velocity. Acta Mechanica, 2009, 206(3-4):149-161.

  61. Chen JS, Wang L, Hu HY, Chi SW. Subdomain radial basis collocation method for heterogeneous media. International Journal for Numerical Methods in Engineering, 2009, 80(2):163-190.

  62. Wang L, Chen JS, Hu HY. Radial basis collocation method for dynamic analysis of axially moving beams. Interaction and Multiscale Mechanics, 2009, 2(4):333-352.

Published contributions to academic conferences

  1. 王莉华. 人工神经网络算法改进及其应用. “第2届全国工程计算软件发展论坛”暨“全国工程计算方法2021+学术年会”暨“第3届边界元法及降维方法会议”联合会议. 大会报告, 2022,11.17-20.

  2. Lihua Wang. A highly efficient and accurate Lagrangian-Eulerian stabilized collocation method (LESCM) for the fluid-structure interaction problems with free surface. The 15th World Congress on Computational Mechanics. 2022, 7.31-8.5, Online. (Keynote Lecture)

  3. Lihua Wang. Meshfree Stabilized Collocation Method (SCM): theory, algorithm and applications from solid mechanics to fluid-structure interaction problems. The 13th International Conference on Computational Methods, 2022, 7.25-7.28. (Semi-Plenary Lecture)

  4. 王莉华.无网格稳定配点法:理论、算法和应用分析.第三届无网格与粒子类方法研讨会.2022.8.19-22,南宁.(大会报告)

  5. 王莉华. 流固耦合分析的无网格拉格朗日-欧拉稳定配点法. 2021年第二次华东固体力学沙龙暨现代工程材料与结构力学理论、方法及应用研讨会.2021, 10.22-10.24.南京.(邀请报告)

  6. Lihua Wang, Zhihao Qian. A meshfree stabilized collocation method and its applications in fluid-structure interactions. ICCM 2021(The 12th International Conference on Computational Methods), July 4-8, Virtual Conference. (Keynote lecture).

  7. 王莉华,钱志浩.流体动边界捕捉和流固耦合分析的新型高效无网格法. 2021.7.16-7.19.第十三届全国爆炸力学学术会议.西安.

  8. 王莉华,钱志浩.无网格稳定配点法及其在流体和流固耦合中的应用.中国力学大会. 2021.8.1-8.4, 成都.

  9. 王莉华. 自由液面流动和流固耦合分析的高效高精度无网格稳定配点法研究. 第五届全国计算力学青年学术研讨会.2020.11.13-11.15,南京(特邀报告).

  10. 王莉华, 钱志浩. 流体自由表面分析的新型高效无网格法. 第18届北方省市区力学学会学术会议.2021.7.20-7.22. 日照.

  11. 王莉华. 基于梯度重构核近似的无网格稳定配点法及其在梁板问题中的应用.工程计算方法2020学术年会, 2020.10.30-11.1, 南昌(大会报告).

  12. Wang L. Meshfree collocation methods for the incompressible Navier-Stokes equations. WCCM XIV & ECCOMAS 2020 Congress.

  13. 王莉华. 无网格稳定配点法及其应用.第十二届南方计算力学学术会议,2019.11.15-18,武汉(邀请报告)

  14. Lihua Wang. Stabilized reproducing kernel collocation method. The 6th Asia-Pacific International Conference on Computational Methods in Engineering, 2019, 9.27-30. Dalian. (Keynote lecture)

  15. Lihua Wang, Hermite radial basis collocation method for vibration and buckling analysis of functionally graded plates with in-plane material inhomogeneity.The 2nd International Conference of Mechanics of Advanced Materials and Structures, 2019, 10.19-22, Nanjing. (Invited lecture)

  16. 王莉华. 无网格稳定配点法及其在反问题和流体力学中的应用. NSFC-RGC青年学者论坛:多尺度力学与学科交叉,2019,9.6-8,上海. (特邀报告)

  17. Wang Lihua. A meshfree stabilized collocation method (SCM) based on reproducing kernel approximation. USNCCM, 2019, 7.28-8.1, Austin, Texas, USA.

  18. Wang Lihua.A weighted meshfree collocation method for incompressible flowsusing radial basis functions, ICCM,2019,7.9-13, Singapore.

  19. 王莉华,钱志浩. 稳定无网格配点法. 中国力学大会,2019, 8.25-28.杭州.

  20. Wang Lihua. A meshfree method for inverse wave propagation using collocation and radial basis functions. Workshop on Meshfree Method and Advances in Computational Mechanics. 2019, 3.10-12.

  21. 王莉华. 配点型无网格法及其应用.第十九届华东固体力学学术会议. 2018, 10.19-22, 南昌.

  22. 王莉华. 基于Hermite径向基函数配点法的功能梯度材料薄板振动和屈曲分析. 第二届无网格粒子类方法进展与应用研讨会. 2018,8.29-8.31. 西安.(半大会邀请报告)

  23. 王莉华.反问题研究中的无网格配点法. 中国计算力学大会暨国际华人计算力学大会. 2018, 8.19-8.22. 南京.(Keynote lecture)

  24. 王莉华. 力学基础课程改革接轨新工科建设的思考. 第五届西南东北华东三地区力学教学暨学术交流会. 2017, 7.21-7.22, 凯里.

  25. 王莉华. 接轨新工科建设的理论力学教学改革. 第十二届“力学课程报告论坛", 2017, 12.2-12.3, 南京.

  26. Wang L. A meshfree method for inverse wave propagation using collocation and radial basis functions. ICCM 2017(The 8th International Conference on Computational Methods), 25th-29th July, Guilin, China. (Invited lecture)

  27. 王莉华.配点型无网格方法及其在反问题中的应用.第十一届南方计算力学学术会议, 2017, 10.20-10.23, 郑州.(大会邀请报告)


Welcome the students with backgrounds in engineering mechanics, aerospace engineering, civil engineering, computer science, mechanical engineering, and automotive engineering to join our team for pursuing master's or doctoral degrees, or engaging in postdoctoral research!