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刘 项
个人简介
刘项(1985-),男,湖南长沙人

博士,教授

通讯地址:湖南省长沙市韶山南路22号中南大学铁道学院高速列车研究中心北楼215,邮编410075

邮箱:xiangliu@csu.edu.cn; xiangliu06@gmail.com

电话:13873144366

(欢迎交设、机械、力学、数学、土木等专业报考硕士博士研究生或博士后)

中南大学土木工程专业本科(2002-2006)、道路与铁道工程方向硕士、博士(2006-2010);英国格拉斯哥大学应用数学方向博士(2010-2013)。英国伦敦城市大学机械与航空系研究员(2013-2016);中南大学交通运输工程学院特聘教授(2017-至今)。近年来在国际高水平杂志和国际学术会议上发表高水平30余篇,是十余个国际权威期刊的审稿人。近年来主持及承担英国工程及物理科学研究委员会资助项目2项、国家自然科学基金1项、国家重点研发项目1项,国家重点实验室开发课题2项,校企业合作项目10余项,已完成和正在主持的科研经费累计超过1200万。

教育经历
2002.9-2006.6,中南大学土木建筑学院土木工程专业,本科
2006.9-2008.6,中南大学土木建筑学院岩土工程专业,硕士 (提前博士)
2008.9-2010.1,中南大学土木建筑学院道路与铁道工程专业,博士
2010.2-2013.3,英国格拉斯哥大学 (University of Glasgow)应用数学,博士
工作经历
2017.2-至今,中南大学交通运输工程学院,教授

2013.4-2016.9,英国伦敦城市大学(City, University of London),研究员(Research Fellow)

社会兼职
担任国际权威期刊审稿专家

Applied Mathematical Modelling (Outstanding reviewer);
Applied Acoustics (Outstanding reviewer);
Thin-Walled Structures (Outstanding reviewer);
Journal of the Acoustical Society of America;
Journal of Sound and Vibration;
Composite Structures;
European Journal of Mechanics / A Solids
Steel and Composite Structures;
Advances in Mechanical Engineering;
International Journal of Computational Methods

科研方向
【研究方向】
振动与噪声:轨道交通振动与噪声控制(车辆/环境的振动/噪声),多体动力学分析,波的传播分析,导波分析,动刚度法及其应用;
流固耦合:结构流致振动,颤振分析及在交通设备中的应用;
结构稳定性:大型复杂结构屈曲分析,起皱失稳,结构动态失稳;
道路与铁道:轨道/动面动力学,铁路路基病害及改造,边坡稳定分析;
结构优化:轻量化设计,复合材料结构、超材料的设计和应用;
特征值问题:Wittrick-Williams 算法,摄动方法,数值计算方法。


【研究领域】
轨道交通,航空航天,土木工程,机械工程,力学,应用数学


【科研项目】
14) 国家自然科学基金项目:复杂组合结构全频域高效高精度振动分析方法研究,2019-2021,在研,主持
13) 国家“十三五”重点研发计划“导向运输系统模式多样化技术”项目:基于列车系统性能的轮胎优化及减振降噪技术研究,2018-2021,在研,主持
12)中南大学高性能复杂制造国家重点实验室课题:复杂多体系统高效高精度动力学分析方法研究,2019-2021,在研,主持
11)高速铁路轨道技术国家重点实验室开放课题:铁路桥面列车脱轨行为及碰撞仿真理论研究,2018-2019,在研,主持
10) 时速400公里动车组内外风挡动力学仿真和模态现场测试,2018-2019,在研,主持
9) 深圳地铁11号线车辆蛇行运动研究,2018-2019,在研,主持
8)时速100Km 8节编组A型车车辆客室内舒适度研究,2018-2019,在研,主持
7) CR400AF动车组项目(185截面)外风挡模态测试研究,2018-2019,在研,主持
6) 中南大学特聘教授专项经费:高速列车减振降噪研究,2017-2021,在研,主持
5) 英国工程及物理科学研究委员会 (EPSRC)资助项目(编号:EP/J007706/1):板壳动力响应中动力刚度法在任意边界条件下的推广,2013.4-2016.9,33.3万英镑,主要负责;
4) 复合机翼的气动弹性分析设计,巴西航空工业公司,2013-2014,13.9万英镑,主要负责;
3) 英国工程及物理科学研究委员会 (EPSRC)资助项目(编号:EP/F035136/1):考虑抗弯刚度下弹性表层的局部失稳研究,2010.2-2013.2,14.6万英镑,主要参与;
2) 南昌铁路局合作项目:既有线路路基改造后评价方法研究, 2008.7-2008.10,30万元,主要负责;
1) 湖南省常吉高速公路建设开发有限公司合作项目: 常吉高速公路28标朱雀洞滑坡安全监测,2008.4-2009.12,300万元,主要负责

讲授课程
结构力学(中文&英文)

机械振动

动车组技术(中文&英文)

高等材料力学(英文)

机车车辆业务

偏微分方程(英文)

学术成果
近期发表国际学术期刊及会议论文

1) X. Liu et al. An analytical spectral stiffness method for buckling of rectangular plates on Winkler foundation subject to general boundary conditions, 2019.

2) X. Liu, X. Liu, S. Xie. A highly accurate analytical spectral flexibility formulation for buckling and wrinkling of orthotropic rectangular plates. International Journal of Mechanical Sciences (JCR-Q1, 4.134), 2019.

3) H. Dan, Z. Zhang, X. Liu*, J. Chen.Transient unsaturated flow in the drainage layer of a highway: solution and drainage performance. Road Materials and Pavement Design(JCR-Q2,IF:2.199), 2019, 20(3): 528–553.

4) X. Liu*, J.R. Banerjee. A spectral dynamic stiffness method for free vibration analysis of plane elastodynamic problems. Mechanical Systems and Signal Processing (JCR-Q1,IF:5.005), 2017, 87:136-160.

5) X. Liu*. Spectral dynamic stiffness formulation for inplane modal analysis of composite plate assemblies and prismatic solids with arbitrary classical/nonclassical boundary conditions. Composite Structures (JCR-Q1,IF:4.829), 2016, 158: 262-280.

6) H.I. Kassem, X. Liu, J.R. Banerjee. Transonic flutter analysis using a fully coupled density based solver for inviscid flow, Advances in Engineering Software (JCR-Q2,IF:4.194), 2016, 95:1-6.

7) X. Liu*, H.I. Kassem J.R. Banerjee. An exact spectral dynamic stiffness theory for composite plate-like structures with arbitrary non-uniform elastic supports, mass attachments and coupling constraints. Composite Structures (JCR-Q1,IF:4.829), 2016, 142: 140-154.

8) X. Liu*, J.R. Banerjee. Free vibration analysis for plates with arbitrary boundary conditions using a novel spectral-dynamic stiffness method, Computers & Structures (JCR-Q1,IF:3.354), 2016, 164:108-126.

9) J.R. Banerjee, S.O. Papkov, X. Liu, D. Kennedy. Dynamic stiffness matrix of a rectangular plate for the general case, Journal of Sound and Vibration (JCR-Q1,IF:3.123), 2015, 342: 177-199.

10) X. Liu*, J.R. Banerjee. An exact spectral-dynamic stiffness method for free flexural vibration analysis of orthotropic composite plate assemblies - Part II: Applications. Composite Structures (JCR-Q1,IF:4.829), 2015, 132: 1288-1302.

11) X. Liu*, J.R. Banerjee. An exact spectral-dynamic stiffness method for free flexural vibration analysis of orthotropic composite plate assemblies - Part I: Theory. Composite Structures (JCR-Q1,IF:4.829), 2015, 132: 1274-1287.

12) J.R. Banerjee, X. Liu, H.I. Kassem. Aeroelastic stability analysis of high aspect ratio aircraft wings. Journal of Applied Nonlinear Dynamics. 2014, 3(4):413-422.

13) C.D. Coman(博士导师), X. Liu. Buckling-resistant thin annular plates in tension. Mathematics and Mechanics of Solids (JCR-Q1,IF:2.953), 2014, 19(8):925-951.

14) C.D. Coman(博士导师), X. Liu. Semi-analytical approximations for a class of multi-parameter eigenvalue problems related to tensile buckling, Zeitschrift fur angewandte Mathematik und Physik (JCR-Q1,IF:1.618), 2013, 64(3):863-883.

15) C.D. Coman(博士导师), X. Liu. On the bifurcations of the Lamé solutions in plane-strain elasticity. International Journal of Non-Linear Mechanics (JCR-Q2, IF:2.225). 2012, 47(2): 135-143.

16) L.H. Zhao, L. Li, F. Yang, and X. Liu. Joined influences of nonlinearity and dilation on the ultimate pullout capacity of horizontal shallow plate anchors by energy dissipation method.International Journal of Geomechanics. 2011, 11(3): 195-201.

17) L.H. Zhao, L. Li, F. Yang, Q. Luo and X. Liu. Upper bound analysis of slope stability with nonlinear failure criterion based on strength reduction technique. Journal of Central South University of Technology. 2010, 17(4): 836-844.

18) X. Liu. An analytical method on vibration analysis of complex engineering structures. The 8th International Symposium on Environmental Vibration and Transportation Geodynamics. Changsha, 2018

19) X. Liu, C. Xie, J.R. Banerjee. Spectral dynamic stiffness formulation for the cross-sectional vibration of composite solids with cracks and mass attachments. The Thirteenth International Conference on Computational Structures Technology. Sitges, Barcelona, Spain,2018

20) X. Liu, C. Xie. Free inplane vibration analysis for composite plate assemblies and prismatic solid with general boundary conditions. International Conference on Theoretical, Analytical and Computational Methods for Composite Materials and Composite Structures, Wuhan, 2018

21) X. Liu et al. A novel analytical m ethod for highly efficient and accurate m odal analysis of plates and plate assem blies with general

boundary conditions. 11th International Symposium on Vibrations of Continuous Systems, 2019.

22) X. Liu et al. A novel spectral dynamic stiffness method for efficient and exact elastodynamic analysis within the whole frequency range. 24th International Congress on Sound and Vibration, London, 2017.

23) X. Liu and J.R. Banerjee. Spectral-dynamic stiffness method - A novel approach for exact free vibration analysis of plate-like structures. Proceeding of 15th International Conference on Civil, Structural and Environmental Engineering Computing, Prague, Czech, 2015.

24) X. Liu and J.R. Banerjee. A novel spectral dynamic stiffness method for exact modal analysis of composite plates and plate assemblies with mass and spring attachments. 18th International Conference on Composite Structures, Lisbon, Portugal, 2015.

25) X. Liu, S. Papkov and J.R. Banerjee. An analytical solution for free transverse vibration of plates with arbitrary boundary conditions. Proceeding of 12th International Conference on Computational Structures Technology, Naples, Italy, 2014.

26) H.I. Kassem, X. Liu and J.R. Banerjee. Flutter analysis using a fully coupled density based solver for inviscid flow. Proceeding of 12th International Conference on Computational Structures Technology, Naples, Italy, 2014.

27) X. Liu and J.R. Banerjee. An accurate dynamic stiffness method for free vibration analysis of orthotropic plates with general boundary conditions. 4th International Conference on Dynamics, Vibration and Control, Shanghai, 2014.

28) J.R. Banerjee, X. Liu and H.I. Kassan. Free vibration and flutter characteristics of high aspect ratio aircraft wings. Proceeding of 12th Dynamical Systems - Theory and Applications, Lodz, Poland, 2013.

29) X. Liu and C.D. Coman. Buckling-resistant elastic thin plates in tension. 6th Oxford University SIAM Student Chapter, University of Oxford, UK, 2013.

30) X. Liu and C.D. Coman. The localised wrinkling of a stretched bi-annular thin plate. World Academy of Science, Engineering and Technology, Venice, Italy, 2012.

31) X. Liu and C.D. Coman. A modified energy method for the buckling of thin plates in tension. 8th European Solid Mechanics Conference, Graz, Austria, 2012.


近期受邀学术报告

1) 英国牛津大学 (University of Oxford) 数学研究所,2016.8.22.

2) 比利时鲁汶大学 (KU Leuven) 机械工程系,2016.8.9.

3) 英国诺丁汉大学 (University of Nottingham) 工程系,2016.7.14.

4) 英国布里斯托尔大学 (University of Bristol) 机械工程系,2016.5.19.

5) 英国帝国理工 (Imperial College London) 机械工程系,2016.2.29.