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胡 衡

  

1F67

胡衡,1978年出生,中共党员。2000年获武汉理工大学工学学士学位;2003年获法国勃垦地大学工学硕士学位、法国高等汽车与交通学院工程师学位以及武汉理工大学工学硕士学位;2006年获法国梅斯大学固体力学博士学位;2007年在巴黎综合理工固体力学实验室从事博士后研究工作;2008年回国任教于武汉大学 2011年破格晋升为教授。

现任武汉大学土木建筑工程学院科研副院长,主要从事计算力学与复合材料力学研究,已发表期刊论文60余篇,其中JCR一区期刊论文40余篇。先后主持国家自然科学基金重点国际合作研究项目等各类纵向科研项目10余项,作为中方负责人参与欧盟“地平线2020”计划项目等多项国际合作研究项目;受邀在第二十届国际复合材料结构大会(ICCS20,巴黎)等多个国内外学术会议上作45分钟大会报告;担任第二十二届国际复合材料结构大会(ICCS22,武汉)等多个国际学术会议大会主席;兼任中科院一区期刊Composite Structures副主编以及《力学进展》、Mechanics of Advanced Materials and StructuresComposites Part C等期刊编委;兼任中国力学学会理事、湖北省复合材料学会副理事长、湖北省力学学会常务理事。

研究领域

· 复合材料与结构的数字孪生与数据驱动

· 多尺度建模与跨尺度关联

· 薄壁结构稳定性

学习经历

· 20032006年:法国梅斯大学 (Université Paul Verlaine-Metz) 力学博士

· 20022003年:法国勃艮第大学 (Université de Bourgogne) 工学硕士

· 20012003年:法国汽车与交通学院 (Institut Supérieur de l’Automobile et des Transports) 工程师学位

· 20002003年:武汉理工大学工学硕士

· 19962000年:武汉理工大学工学学士

任职经历

· 2016至今:武汉大学土木建筑工程学院科研副院长

· 20142017年:武汉大学工程力学系系主任

· 2011至今:武汉大学土木建筑工程学院教授 (破格晋升)

· 20072011年:武汉大学土木建筑工程学院副教授

· 20062007年:法国巴黎综合理工 (Ecole Polytechnique) 博士后

主讲课程

· 弹性力学

· 复合材料力学

· 结构分析程序设计

承担的主要科研项目

· 主持国家自然科学基金重点国际合作研究项目1项、面上项目2项、青年基金1

· 主持中法蔡元培项目1

· 主持湖北省国际合作(中法)重点项目1

· 主持湖北省自然科学基金重点项目1

· 合作主持卢森堡国家科学基金国际交流项目3

· 作为中方负责人参与卢森堡国家科学基金核心项目1

· 作为中方负责人参与欧盟 “地平线2020项目”1

主要论文著作(第一或通讯作者论文):

1. Huang Q., Yang J., Giunta G., Belouettar S., Hu, H.*, 2020. The boundary effects on stretch-induced membrane wrinkling. Thin-Walled Structures 154, 106838.

2. Xu, R., Yang, J., Yan W., Giunta, G., Belouettar, S., Zahrouni, H., Ben Zineb, T., Hu, H.*, 2020. Data-driven multiscale finite element method: From concurrence to separation. Computer Methods in Applied Mechanics and Engineering 363, 112893.

3. 阳杰, 徐锐, 黄群, 邵倩, 黄威, 胡衡*, 2020. 数据驱动计算力学研究进展. 固体力学学报 41, 1-14.

4. Yang, J., Koutsawa, Y., Potier-Ferry, M., Hu, H.*, 2020. Changing variables in Taylor series with applications to PDEs. Engineering Analysis with Boundary Elements 112, 77-86.

5. Huang, Q., Choe, J., Yang, J., Xu, R., Hui, Y., Hu, H.*, 2019. An efficient approach for post-buckling analysis of sandwich structures with elastic-plastic material behavior. International Journal of Engineering Science 142, 20-35.

6. Huang, W., Causse, P., Hu, H.*, Trochu, F., 2019. Numerical and Experimental Investigation of Saturated Transverse Permeability of 2D Woven Glass Fabrics Based on Material Twins, Polymer Composites 41, 1341-1355.

7. Huang, W., Causse, P., Brailovski, V., Hu, H.*, Trochu, F., 2019. Reconstruction of Mesostructural Material Twin Models of Engineering Textiles based on Micro-CT Aided Geometric Modeling, Composites Part A: Applied Science and Manufacturing 124, 105481.

8. Huang Q., Choe J., Yang J., Xu, R., Hui, Y., Hu, H.*, 2019. The effects of kinematics on post-buckling analysis of sandwich structures. Thin-Walled Structures 143, 106204.

9. Hui Y., Xu R., Giunta G., De Pietro G., Hu, H.*, Belouettar S., Carrera, E., 2019. Multiscale CUF-FE2 nonlinear analysis of composite beam structures. Computers and Structures, 28-43.

10. Huang, Q., Kuang, Z., Hu, H.*, Potier-Ferry, M., 2019. Multiscale analysis of membrane instability by using the Arlequin method, International Journal of Solids and Structures 162, 60-75.

11. Yang, J., Xu, R., Hu, H.*, Huang, Q., Huang, W., 2019. Structural-Genome-Driven computing for composite structures. Composite Structures 215, 446-453.

12. Huang, W., Huang, Q., Liu, Y., Yang, J., Hu, H.*, Trochu, F., Causse, P., 2019. A Fourier based reduced model for wrinkling analysis of circular membranes, Computer Methods in Applied Mechanics and Engineering 345, 1114-1137.

13. Xu, R., Hui, Y., Hu, H.*, Zahrouni, H., Ben Zineb, T., Potier-Ferry, M., 2019. A Fourier-related FE2 Multiscale Model for Instability Phenomena of Long Fiber Reinforced Materials. Composite Structures 211, 530-539.

14. Yang, J., Potier-Ferry, M., Hu, H.*, 2019. Solving the stationary Navier–Stokes equations by using Taylor meshless method. Engineering Analysis with Boundary Elements 98, 8-16.

15. Yang, J., Potier-Ferry, M., Hu, H.*, 2019. Least-square collocation and Lagrange multipliers for Taylor Meshless Method. Numerical Methods for Partial Differential Equations 35: 84-113.

16. Shao, Q., Liu, J., Huang, Q., Yang, J., Hu, H.*, Belouettar, S., Giunta, G., 2018. A data-driven analysis on bridging techniques for heterogeneous materials and structures. Mechanics of Advanced Materials and Structures, DOI: 10.1080/15376494.2018.1546415.

17. Xu, R., Bouby, C., Zahrouni, H., Ben Zineb, T., Hu, H.*, Potier-Ferry, M., 2018. 3D modeling of shape memory alloy fiber reinforced composites by multiscale finite element method. Composite Structures 200, 408-419.

18. Yang, J., Hu, H.*, Potier-Ferry, M., 2018. Computing singular solutions of partial differential equations by Taylor series. Comptes Rendus Mecanique 346, 603-614.

19. Liu, Y., Liang, S.-Y., Huang, Q., Hu, H.*, Zheng, Y.-G., Zhang, H.-W., 2017. A robust Riks-like path following method for strain-actuated snap-through phenomena in soft solids, Computer Methods in Applied Mechanics and Engineering 323, 416–438.

20. Yang, J., Hu, H.*, Koutsawa, Y., Potier-Ferry, M., 2017. Taylor meshless method for solving non-linear partial differential equations. Journal of Computational Physics 348, 385-400.

21. Yang, J., Hu, H.*, Potier-Ferry, M., 2017. Solving large scale problems by Taylor Meshless Method. International Journal for Numerical Methods in Engineering 112, 103-124.

22. Huang, Q., Liu, Y., Hu, H.*, Shao, Q., Giunta, G., Belouettar, S., Potier-Ferry, M., 2017. A Fourier-related double scale analysis on the instability phenomena of sandwich plates, Computer Methods in Applied Mechanics and Engineering 318, 270-295.

23. Huang, Q., Xu, R., Liu, Y., Hu, H.*, Giunta, G., Belouettar, S. Potier-Ferry, M., 2017. A two-dimensional Fourier-series finite element for wrinkling analysis of thin films on compliant substrates, Thin-walled Structures 114, 244-153.

24. Huang, Q., Yang, J., Huang, W., Liu, Y., Hu, H.*, Giunta, G., Belouettar, S., 2016. A new Fourier-related double scale analysis for wrinkling analysis of thin films on compliant substrates. Composite Structures 160, 613-624.

25. Yang, J., Huang, Q., Hu, H.*, Giunta, G., Belouettar, S., Potier-Ferry, M., 2015. A new family of finite elements for wrinkling analysis of thin films on compliant substrates. Composite Structures 119, 568-577.

26. Huang, Q., Hu, H.*, Kun Yu, Potier-Ferry, M., Belouettar, S., Damil, N., 2015. Macroscopic simulation of membrane wrinkling for various loading cases. International Journal of Solids and Structures 64-65, 246-258.

27. Yu, K., Hu, H.*, Tang, H., Giunta, G., Potier-Ferry, M., Belouettar, S., 2015. A novel two-dimensional finite element to study the instability phenomena of sandwich plates. Computer Methods in Applied Mechanics and Engineering 283, 1117-1137.

28. Yu, K., Hu, H.*, Chen S., Belouettar, S., Potier-Ferry, M., 2013. Multi-scale techniques to analyz instabilities in sandwich structures. Composite Structures 96, 751-762.

29. Liu, Y., Yu, K., Hu, H.*, Belouettar, S., Potier-Ferry, M., Damil, N., 2012. A new Fourier-related double-scale analysis on instability phenomena of sandwich structures. International Journal of Solids and Structures 49, 3077-3088.

30. Hu, H., Damil, N., Potier-Ferry, M., 2011. A bridging technique to analyze the influence of boundary conditions on instability patterns. Journal of Computational Physics 230, 3753-3764, 2011.

31. He, Q. Z., Hu, H.*, Belouettar, S., Giunta, G., Yu, K., Liu, Y., Carrera, E., Potier-Ferry, M., 2011. Multi-scale modelling of sandwich structures using hierarchical kinematics. Composite Structures 93, 2375-2383.

32. Hu, H., Belouettar, S., Potier-Ferry, M., Makradi, A., Koutsawa, Y., 2011. Assessment of various kinematic models for instability analysis of sandwich beams. Engineering Structures 33, 572-579.

33. Hu, H., Belouettar, S., Potier-Ferry, M., Daya, E. M., Makradi, A., 2010. Multi-scale nonlinear modelling of sandwich structures using the Arlequin method. Composite Structures 92, 515-522.

34. Hu, H., Belouettar, S., Potier-Ferry, M., Daya, E. M., Makradi, A., 2009. A novel finite element for local and global buckling analysis of sandwich structures. Composite Structures 90, 270-278.

35. Hu, H., Belouettar, S., Potier-Ferry, M., Daya, E. M., Makradi, A., 2009. Multi-scale modelling of sandwich structures using the Arlequin method -Part I: linear modelling. Finite Element in Analysis and Design 45, 37-51.

36. Hu, H., Belouettar, S., Potier-Ferry, M., Daya, E. M., 2008. Review and assessment of various theories for modeling sandwich structures. Composite Structures 84, 282-292.

37. Hu, H., Belouettar, S., Daya, E. M., Potier-Ferry, M., 2006. Evaluation of kinematic formulations for viscoelastically sandwich beam modelling. Journal of Sandwich Structures and Materials 8: 477-495.