职称:教授,博导

电话:86-10-62786194

E-mail address:liubin@tsinghua.edu.cn

个人简介

教授,博导,国家杰出青年科学基金获得者。

联系方式:

电话 : +86-10-62786194

传真: +86-10-62781824

E-mail: liubin@tsinghua.edu.cn

办公室: 清华大学蒙民伟科技楼N503

邮编: 100084

承担以下课程教学工作

断裂力学(研究生)

复合材料力学(本研贯通课)

教育背景

1996年 清华大学力学系工程力学专业学士

1996年 清华大学精仪系机械工程专业学士(第二学位)

2001年 清华大学力学系固体力学专业博士

工作履历

2001-2004年 美国伊利诺伊大学香槟分校(UIUC)机械系博士后

2004-2005年 德国马普协会金属所洪堡研究员

2005-2009年 清华大学力学系固体研究所副研究员

2009- 清华大学力学系教授

学术兼职

国际期刊Elsevier出版社《Forces in Mechanics》主编,《力学学报》副主编。

研究领域

多尺度多物理场计算方法,

断裂力学

复合材料力学

微/纳米材料、仿生材料和智能材料力学行为的理论与计算

在研项目

面向超大规模有限元的线性方程组多级平衡并行算法研究

先进材料的多尺度多场力学

弹塑性断裂力学

已完成项目

碳纳米管系统在力热电场下的行为及性能研究(自然科学基金面上项目)

超高温非烧蚀型材料强韧化的微结构设计(自然科学基金面上项目)

天然生物材料的多尺度力学与仿生研究(自然科学基金重点项目,参与)

关于多种物理作用下的碳纳米管及其复合材料的多尺度计算研究(自然科学基金部主任项目)

奖励与荣誉

2026年合著的《复合材料力学(第2版)》入选“十四五”普通高等教育本科国家级规划教材

2021年获中国力学学会自然科学一等奖,复合材料多层级变形及破坏行为关联性理论

2014年获国家杰出青年科学基金

2011年中国力学学会青年科技奖

2010年国家自然科学二等奖,电磁固体的变形与断裂

2008年入选教育部新世纪优秀人才支持计划

2004-2005年德国洪堡基金会研究奖学金

学术成果

在J. Mech. Phys. Solids、Nature Communications、Physical Review Letters等国内外学术期刊发表论文150多篇

代表性论文

1. Yang P, Lei P, Liu B*, Gao H, (2025), Construction of Isotropic Compressible Hyperelastic Constitutive Models Based Solely on Uniaxial Tests. Journal of the Mechanics and Physics of Solids, 200: 106150.

2. Meng Z, Lei P, Hou B, Liu B*, Wang Y, (2025), Dual-bond fracture metamaterials with full-field extrinsic toughening. Nature Communications, 16: 6891.

3. Feng H, Zhang H, Li Z, Zhou J, Lei P, Liu B*, (2025), A Biomimetic Moving-Mesh Topology Optimization Method. International Journal for Numerical Methods in Engineering, 126: e70145.

4. Feng HW, Lei PD, Zhang Hk, Liu B*, (2024), Least failure energy density: A comprehensive strength index to evaluate and optimize heterogeneous periodic structures. Journal of the Mechanics and Physics of Solids, 193: 105892.

5. Xu H, Liu B*, (2023), Hierarchical subspace evolution method for super large parallel computing: A linear solver and an eigensolver as examples. International Journal for Numerical Methods in Engineering, 124 (1): 5-39.

6. Xu W, Ren Y, Si Xiao S, Liu B*, (2023), A finite crack growth energy release rate for elastic-plastic fracture. Journal of the Mechanics and Physics of Solids, 181: 105447.

7. Nan ZH, Fang YP, Yang PF, Meng S, Zhou JJ, Liu B*, (2023), Strong-anisotropy-induced instability and discussion on kink band under complex loads. Extreme Mechanics Letters, 62: 102043

8. Yang PF, Fang YP, Yuan YN, Meng S, Nan ZH, Xu H, Imtiaz H, Liu B*, Gao HJ, (2021), A perturbation force based approach to creasing instability in soft materials under general loading conditions. Journal of the Mechanics and Physics of Solids, 151: 104401.

9. Chen Y, Ma Y, Yin Q, Pan F, Cui C, Zhang Z, Liu B*, (2021), Advances in mechanics of hierarchical composite materials. Composites Science and Technology, 214: 108970.

10. Jia YJ, Wang HL, Liu B*, Huang Y, Gao H, (2020), Intrinsic-to-extrinsic transition in fracture toughness through structural design: A lesson from nature. Extreme Mechanics Letters, 37: 100685.

11. Fang YP, Wang YQ, Imtiaz H, Liu B*, Gao HJ, (2019), Energy-ratio-based measure of elastic anisotropy. Physical Review Letters, 122(4): 045502.

12. Xiao S, Wang HL, Liu B*, Hwang KC, (2017), The surface-forming energy release rate versus the local energy release rate. Engineering Fracture Mechanics, 175: 86-100.

13. Zhao JM, Wang HL, Liu B*, (2017) Two objective and independent fracture parameters for interface cracks. Journal of Applied Mechanics-Transactions of the ASME, 84(4), 041006.

14. Zhao JM, Song XX, Liu B*, (2016), Standardized compliance matrices for general anisotropic materials and a simple measure of anisotropy degree based on shear-extension coupling coefficient. International Journal of Applied Mechanics, 8(6): 1650076.

15. Xiao S, Wang HL, Liu B*, Hwang KC, (2015), The surface-forming energy release rate based fracture criterion for elastic–plastic crack propagation. Journal of the Mechanics and Physics of Solids, 84:336-357.

16. Tong Q, Wang HL, Xu R, Liu B*, Fang DN, (2014), Adaptive periodical representative volume element for simulating periodical postbuckling behavior. International Journal for Numerical Methods in Engineering, 98(6): 445–468.

17. Xu R, Liu B*, Dong Y, (2013), Scalable hierarchical parallel algorithm for the solution of super large-scale sparse linear equations. Journal of Applied Mechanics-Transactions of the ASME, 80: 020901.

18. Jia YJ, Zhu WP, Li T, Liu B*, (2012), Study on the mechanisms of mode I supersonic crack propagation, Journal of the Mechanics and Physics of Solids, 60(8): 1447-1461.

19. Chen YL, Liu B*, He XQ, Huang Y, Hwang KC, (2010), Failure analysis and the optimal toughness design of carbon nanotube-reinforced composites. Composites Science and Technology, 70(9): 1360-1367.

20. Zhang ZQ, Liu B*, Huang, Y, Hwang KC, Gao H, (2010), Mechanical properties of unidirectional nanocomposites with non-uniformly or randomly staggered platelet distribution. Journal of the Mechanics and Physics of Solids, 58: 1646–1660.

21. Liu B*, Feng X, Zhang SM, (2009), The effective Young's modulus of composites beyond the Voigt estimation due to the Poisson effect. Composites Science and Technology 69(13): 2198-2204.

22. Liu B*, Qiu XM, (2009), How to compute the atomic stress objectively? Journal of Computational and Theoretical Nanoscience 6(5): 1081-1089.

23. Liu B, Huang Y, Jiang H, Qu S, Hwang KC, (2004), The atomic-scale finite element method. Computer Methods in Applied Mechanics and Engineering 193 (17-20): 1849-1864.

24. Liu B, Jiang H, Johnson HT, and Huang Y (2004), The influence of mechanical deformation on the electrical properties of single wall-carbon nanotubes. Journal of the Mechanics and Physics of Solids, v52(1), pp 1-26

25. Fang DN, Liu B, Sun CT, (2004), Fatigue crack growth in ferroelectric ceramics driven by alternating electric fields. Journal of the American Ceramic Society 87 (5): 840-846.