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清华大学航天航空学院导师教师师资介绍简介-李 博

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李博,博士,清华大学航天航空学院工程力学系副教授。2011年在清华大学航天航空学院工程力学系获博士学位。2011年至2014年在美国约翰霍普金斯大学机械工程系从事博士后研究。2013年全国百篇优秀博士学位论文获得者。主要从事软材料力学、生物软组织多场耦合力学研究。
联系方式:清华大学航院蒙民伟科技大楼N321,100084
电话:
Email:libome@tsinghua.edu.cn

教育背景2000.9-2004.6 湖南大学 工程力学学士
2004.9-2007.6 湖南大学固体力学硕士
2007.9-2011.6 清华大学 固体力学博士

工作履历2011.9-2014.8 美国约翰霍普金斯大学机械工程系 博士后
2014.9-2015.4清华大学工程力学系 研究助理
2015.5至今 清华大学工程力学系 副教授

学术兼职担任国际力学SCI期刊《Mechanics of Advanced Materials and Structures》、《医用生物力学》编委;第九届固体力学专业委员会断裂与疲劳专业组委员(2015- 2020)
研究领域主要研究领域为软材料力学、生物软组织多场耦合力学
研究概况结合软材料领域的重要需求与学科前沿,围绕软材料与生物软组织的多场耦合力学,利用连续介质力学、随机动力学、统计力学等方法,开展软材料与生物软组织的本构关系、表面失稳与形貌演化的实验与理论研究。
奖励与荣誉2011年 清华大学优秀博士学位论文一等奖
2013年 全国百篇优秀博士学位论文
2017年 教育部自然科学一等奖

学术成果目前已合作发表SCI论文70余篇,其中多篇发表在《PNAS》、《Physical Review Letters》(封面论文)、《Journal of the Mechanics and Physics of Solids》、《Soft Matter》、《Applied Physics Letters》、《Biophysical Journal》、《Journal of Cell Science》等相关领域的权威期刊。合作出版专著《软材料表面失稳力学》(科学出版社,2017)一部。SCI期刊论文如下(*表示通讯作者):
1.Xue S. L., Yin S. F., Li B.*, Feng X. Q.*, 2018. Biochemomechanical modeling of vascular collapse in growing tumors. Journal of the Mechanics and Physics of Solids, 121: 463–479.
2.Guo Y., Chang Z., Li B., Zhao Z. L., Zhao H. P., Feng X. Q., Gao H., 2018. Functional gradient effects on the energy absorption of spider orb webs. Applied Physics Letters, 113: 103701.
3.Yin S. F., Li B., Cao Y. P., Feng X. Q., 2018. Surface wrinkling of anisotropic films bonded on a compliant substrate. International Journal of Solids and Structures, 141-142: 219–231.
4.Meng Q. H., Li B., Li T., Feng X. Q., 2018. Effects of nanofiber orientations on the fracture toughness of cellulose nanopaper. Engineering Fracture Mechanics 194: 350–361.
5.Fang W., Guo H., Li B., Li Q., Feng X. Q., 2018. Revisiting the critical condition for the Cassie–Wenzel transition on micropillar-structured surfaces. Langmuir 34: 3838–3844.
6.Zhang C., Hao Y. K., Li B.*, Feng X. Q.*, Gao H., 2018. Wrinkling patterns in soft shells, Soft Matter, 14: 1681–1688.
7.Lin S. Z., Xue S. L., Li B.*, Feng X. Q.*, 2018. An oscillating dynamic model of collective cells in a monolayer. Journal of the Mechanics and Physics of Solids, 112: 650–666.
8.Qiao S. S., Li S., Li Q., Li B., Liu K., Feng X. Q., 2017. Friction of droplets sliding on microstructured superhydrophobic surfaces. Langmuir, 33: 13480–13489.
9.Lin S. Z., Li B.*, Lan G.*, Feng X. Q.*, 2017. Activation and synchronization of the oscillatory morphodynamics in multicellular monolayer. Proceedings of the National Academy of Sciences of the United States of America, 114: 8157–8162.
10.Zhao H. C., Yu Y., Wu X., Liu S. S., Liu B. L., Du J., Li B.*, Jiang L.*, Feng X. Q.*, 2017. A role of BK channel in regulation of Ca2+ channel in ventricular myocytes by substrate stiffness. Biophysical Journal, 112: 1406–1416.
11.Zhang C., Li B.*, Tang J. Y., Wang X. L., Qin Z., Feng X. Q.*, 2017. Experimental and theoretical studies on the morphogenesis of bacterial biofilms. Soft Matter, 13: 7389–7397.
12.Zhang C., Wang J. W., Cao Y. P., Lu C. H., Li B.*, Feng X. Q.*, 2017. Microbead-regulated surface wrinkling patterns in a film–substrate system. Applied Physics Letters, 111: 151601.
13.Xue S. L., Lin S. Z., Li B.*, Feng X. Q.*, 2017. A nonlinear poroelastic theory of solid tumors with glycosaminoglycan swelling. Journal of Theoretical Biology, 433: 49–56.
14.Xue S. L., Li B., Feng X. Q., Gao H., 2017. A non-equilibrium thermodynamic model for tumor extracellular matrix with enzymatic degradation. Journal of the Mechanics and Physics of Solids, 104: 32–56.
15.Guo H. Y., Li B., Feng X. Q., 2017. Line tension effects on the wetting of nanostructures: an energy method. Nanotechnology, 28: 384001.
16.Meng Q. H., Li B., Li T., Feng X. Q., 2017. A multiscale crack-bridging model of cellulose nanopaper. Journal of the Mechanics and Physics of Solids, 103: 22–39.
17.Lin S. Z., Li B.*, Xu G. K., Feng X. Q.*, 2017. Collective dynamics of cancer cells confined in a confluent monolayer of normal cells. Journal of Biomechanics, 52: 140–147.
18.Lin S. Z., Li B., Feng X. Q., 2017. A dynamic cellular vertex model of growing epithelial tissues. Acta Mechanica Sinica, 33: 250–259.
19.Sheng J. Y., Zhang L. Y., Li B., Wang G. F., Feng X. Q., 2017. Bulge test method for measuring the hyperelastic parameters of soft membranes. Acta Mechanica, 228: 4187–4197.
20.Zhao Y., Shao Z. C., Li G. Y., Zheng Y., Zhang W. Y., Li B., Cao Y. P., Feng X. Q., 2017. Edge wrinkling of a soft ridge with gradient thickness. Applied Physics Letters, 110: 231604.
21.Holland M. A., Li B., Feng X. Q., Kuhl E., 2017. Instabilities of soft films on compliant substrates. Journal of the Mechanics and Physics of Solids, 98: 350–365.
22.Xu G. K., Li B., Feng X. Q., Gao H., 2016. A tensegrity model of cell reorientation on cyclically stretched substrates. Biophysical Journal, 111: 1478–1486.
23.Zhang C., Li B.*, Huang X., Ni Y., Feng X. Q.*, 2016. Morphomechanics of bacterial biofilms undergoing anisotropic differential growth. Applied Physics Letters, 109: 143701.
24.Guo H. Y., Li B., Feng X. Q., 2016. Stability of Cassie-Baxter wetting states on microstructured surfaces. Physical Review E, 94: 042801.
25.Xue S. L., Li B.*, Feng X. Q.*, Gao H., 2016. Biochemomechanical poroelastic theory of avascular tumor growth. Journal of the Mechanics and Physics of Solids, 94: 409–432.
26.Huang X., Li B., Hong W., Cao Y. P., Feng X. Q., 2016. Effects of tension–compression asymmetry on the surface wrinkling of film–substrate systems. Journal of the Mechanics and Physics of Solids, 94: 88–104.
27.Lin S. Z., Zhang L. Y., Sheng J. Y., Li B., Feng X. Q., 2016. Micromechanics methods for evaluating the effective moduli of soft neo-Hookean composites. Archive of Applied Mechanics. 86: 219-234.
28.Wang J. W., Li B., Cao Y. P., Feng X. Q., Gao H., 2016. Wrinkling micropatterns regulated by a hard skin layer with a periodic stiffness distribution on a soft material. Applied Physics Letters, 108: 021903.
29.Zhao Z. L., Li B., Feng X. Q., 2016. Handedness-dependent hyperelasticity of biological soft fibers with multilayered helical structures. International Journal of Non-Linear Mechanics, 81: 19–29.
30.Loza A. J., Koride S., Schimizzi G. V., Li B., Sun S. X., Longmore G. D., 2016. Cell density and actomyosin contractility control the organization of migrating collectives within an epithelium. Molecular Biology of the Cell, 27: 3459–3470.
31.Chang Z., Guo H. Y., Li B., Feng X. Q., 2015. Disentangling longitudinal and shear elastic waves by neo-Hookean soft devices. Applied Physics Letters, 106: 161903.
32.Xu G. K., Liu Y., Li B., 2015. How cell-level changes affect the mechanical properties of epithelial monolayers? Soft Matter, 11: 8782–8788.
33.Wang J. W., Li B., Cao Y. P., Feng X. Q., 2015. Surface wrinkling patterns of film-substrate systems with a structured interface. ASME Journal of Applied Mechanics, 82: 051009.
34.Jia F., Li B., Cao Y. P., Xie W. H., Feng X. Q., 2015. Wrinkling pattern evolution of cylindrical biological tissues with differential growth. Physical Review E, 91: 012403.
35.Si F. W. Li B., Margolin W., Sun S. X., 2015. Bacterial growth and form under mechanical compression. Scientific Reports, 5: 11367. (Co-first author)
36.Kim D. H., Li B., Si F. W., Phillip J. M., Wirtz D., Sun S. X., 2015. Volume regulation and shape bifurcation in the cell nucleus. Journal of Cell Science, 128: 3375–3385. (Co-first author)
37.Li B., Sun S. X., 2014. Coherent motions in confluent cell monolayer sheets. Biophysical Journal, 107: 1532–1541.
38.Xie W. H., Huang X., Cao Y. P., Li B., Feng X. Q., 2014. Buckling and postbuckling of stiff lamellae in a compliant matrix. Composites Science and Technology, 99: 89–95.
39.Xie W. H., Li B., Cao Y. P., Feng X. Q., 2014. Effects of internal pressure and surface tension on the growth-induced wrinkling of mucosae. Journal of the Mechanical Behavior of Biomedical Materials, 29: 594–601.
40.Li B., Xu G. K., Feng X. Q., 2013. Tissue-growth model for the swelling analysis of core-shell hydrogels. Soft Materials, 11: 117–124.
41.Cao Y. P., Jiang Y., Li B., Feng X. Q., 2012. Biomechanical modeling of surface wrinkling of soft tissues with growth-dependent mechanical properties. Acta Mechanica Solida Sinica, 25: 483–492.
42.Li B., Cao Y. P., Feng X. Q., Gao H., 2012. Mechanics of morphological instabilities and surface wrinkling in soft materials: a review. Soft Matter, 8: 5728–5745. (Invited Review)
43.Cao Y. P., Li B., Feng X. Q., 2012. Surface wrinkling and folding of core-shell soft cylinders. Soft Matter, 8: 556–562.
44.Li B., Jia F, Cao Y. P, Feng X. Q, Gao H., 2011. Surface wrinkling patterns on a core–shell soft sphere. Physical Review Letters, 106: 234301. (Cover Story)
45.Li B., Cao Y. P, Feng X. Q, Yu S. W., 2011. Mucosal wrinkling in animal antra induced by volumetric growth. Applied Physics Letters, 98: 153701.
46.Li B., Cao Y. P, Feng X. Q, Gao H., 2011. Surface wrinkling of mucosa induced by volumetric growth: theory, simulation and experiment. Journal of the Mechanics and Physics of Solids, 59: 758–774.
47.Li B., Zhao H. P., Feng X. Q., 2011. Spontaneous instability of soft thin films on curved substrates due to van der Waals interaction. Journal of the Mechanics and Physics of Solids, 59: 610–624.
48.Li B., Cao Y. P., Feng X. Q., 2011. Growth and surface folding of esophageal mucosa: a biomechanical model. Journal of Biomechanics, 44: 182–188.
49.Li B., Huang S. Q., Feng X. Q., 2010. Buckling and postbuckling of a compressed thin film bonded on a soft elastic layer: a three-dimensional analysis. Archive of Applied Mechanics, 80: 175–188.
50.Feng X. Q., Shi Y. F., Wang X. Y., Li B., Yu S. W., Yang Q., 2010. Dislocation-based semi-analytical method for calculating stress intensity factors of cracks: two-dimensional cases. Engineering Fracture Mechanics, 77: 3521-3531.
51.Zheng X. P., Cao Y. P, Li B., Feng X. Q., 2010. Surface effects in various bending-based test methods for measuring the elastic property of nanowires. Nanotechnology, 21: 205702.
52.Zhen X. P., Cao Y. P., Li B., Feng X. Q., Yu S. W., 2010. Surface wrinkling of nanostructured thin films on a compliant substrate. Computational Materials Science, 49: 767–772.
53.Li Y., Xu G. K., Li B., Feng X. Q., 2010. A molecular mechanisms-based biophysical model for two-phase cell spreading. Applied Physics Letters, 96: 043703.
54.Li B., Li Y., Xu G. K., Feng X. Q., 2009. Surface patterning of soft polymer film-coated cylinders via an electric field. Journal of Physics: Condensed Matter, 21: 445006.
55.Li B., Feng X. Q., Li Y., Wang G. F., 2009. Morphological instability of spherical soft particles induced by surface charges. Applied Physics Letters, 95: 021903.
56.Xu G. K., Li Y., Li B., Feng X. Q., Gao H., 2009. Self-assembled lipid nanostructures encapsulating nanoparticles in aqueous solution. Soft Matter, 5: 3977–3983.
57.Cao Y. P., Zheng X. P., Li B., Feng X. Q., 2009. Determination of the elastic modulus of micro- and nanowires/tubes using a buckling-based metrology. Scripta Materialia, 61: 1044–1047.
58.Xu G. K., Feng X. Q., Zhao H. P., Li B., 2009. Theoretical study of the competition between cell-cell and cell-matrix adhesions. Physical Review E, 80: 011921.
59.Feng X. Q., Xia R., Li X., Li B., 2009. Surface effects on the elastic modulus of nanoporous materials. Applied Physics Letters, 94: 011916.
60.Zheng X. P., Cao Y. P., Li B., Feng X. Q., Jiang H., Huang Y., 2009. Determining the elastic modulus of thin films using a buckling-based method: computational study. Journal of Physics D: Applied Physics, 42: 175506.
61.Huang S. Q., Li B., Feng X. Q., 2008. Three-dimensional analysis of spontaneous surface instability and pattern formation of thin soft films. Journal of Applied Physics, 103: 083501.
62.Liu Y. W., Li B., Fang Q. H., 2008. A moving screw dislocation near interfacial rigid lines in two dissimilar anisotropic media. Applied Mathematics and Mechanics, 29: 625–637.
63.Li B., Liu Y. W., Fang Q. H., 2008. Interaction of an anti-plane singularity with interfacial anti-cracks in cylindrically anisotropic composites. Archive of Applied Mechanics, 78: 295–309.
64.Li B., Liu Y. W., Fang Q. H., 2007. Screw dislocations interacting with a partially debonded interface in cylindrically anisotropic composites. International Journal of Fracture, 145: 9–27.
65.Zheng J. L., Li B., Liu Y. W., 2007. Viscoelastic interaction between a screw dislocation and a piezoelectric inhomogeneity with interfacial rigid lines. Acta Mechanica, 193: 129–139.
66.Fang Q. H., Li B., Liu Y. W., 2007. Interaction between edge dislocations and a circular hole with surface stress. Physica Status Solidi (b), 244: 2576–2588.
67.Li B., Liu Y. W., Fang Q. H., 2007. Uniformly moving screw dislocation interacting with interface cracks in anisotropic bimaterials. International Journal of Solids and Structures, 44: 4206–4219.
68.Liu Y. W., Li B., Fang Q. H., 2007. Viscoelastic interaction between a screw dislocation and a circular interfacial rigid line. Journal of Central South University of Technology, 14: 359–364.
69.Li B., Liu Y. W., Fang Q. H., 2007. Interaction between a screw dislocation and a circular inhomogeneity with an interfacial crack in viscoelastic media. Journal of Central South University of Technology, 14: 354–358.
70.Fang Q. H., Liu Y. W., Jiang C. P., Li B., 2006. Interaction of a wedge disclination dipole with interfacial cracks. Engineering Fracture Mechanics, 73: 1235–1248.
71.Fang Q. H., Li B., Liu Y. W., 2006. Electro-elastic interaction between a moving screw dislocation and collinear interfacial rigid lines. Materials Science and Engineering: A, 430: 46–58.
72.Liu Y. W., Li B., Fang Q. H., 2006. Interaction between a screw dislocation and a piezoelectric circular inhomogeneity with interfacial cracks in viscoelastic matrix. Applied Rheology, 16: 102–109.

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