基本情况
  姓名    黄洪葳
  职称    
  性别    女
  所属研究室    桥梁健康监测及振动控制研究室
  电子邮件    hongweih@mail.tongji.edu.cn

主要学历

1995-07至1999-05    新加坡南洋理工大学土木工程系            本科学士
2001-01至2002-09    新加坡国立大学数学系                    本科学位
2002-01至2003-09    新加坡国立大学土木工程系                硕士
2003-09至2006-09    美国加州大学尔湾分校土木工程系          博士

主要任职经历（包括国内外）

1999-06至1999-11    新加坡福基工程有限公司                设计工程师
1999-12至2001-12    日本清水建设新加坡分公司              项目工程师
2006-12至今    同济大学桥梁系              

主要研究领域

  桥梁健康监测
  振动控制
  桥梁地震响应分析

正在研究的主要项目

  国家自然科学基金面上项目——超长斜拉索的辅助索减振系统动力分析建模与参数优化（2006—2009年）
  科技部863项目——超千米斜拉桥体系及减灾减振技术研究（2006—2008年）

正在进行的工程项目

  昂船州大桥拉索减振器设计分析和性能试验研究
  苏通大桥拉索减振实施审查与监理

最近五年发表的主要论著

  Yang, J. N., Huang, H. and Pan, S., “Adaptive Quadratic Sum Squares Error for Structural Damage Identification”, ASCE, Journal of Engineering Mechanics, 2006. (submitted)
  Yang, J. N. and Huang, H., “Sequential Nonlinear Least Square Estimation for Damage Identification of Structures with Unknown Inputs and Unknown Outputs”, International Journal of Non-linear Mechanics, 2006. (accepted)
  Yang, J. N, Pan, Shuwen, and Huang, H., “An Adaptive Extended Kalman Filter for Structural Damage Identifications II: Unknown Inputs”, Structural Control and Health Monitoring (in press), Published online on 4 16 May 2006 in Wiley InterScience (www.interscience.wiley.com).  DOI: 10.1002/stc.171.
  Yang, J.N., Huang, H.W. and Lin, S.L., “Sequential Non-Linear Least Square Estimation for Damage Identification of Structures”, International Journal of Non-Linear Mechanics, Vol.41, pp.124-140, 2006.
  Yang, J.N., Lin, S.L., Huang, H.W. and Zhou, L., “An Adaptive Extended Kalman Filter for Structural Damage Identification”, Structural Control and Health Monitoring, Vol.13, pp.849-867, 2006.
  Yang, J. N. Pan, S. and Huang, H., “Adaptive Quadratic Sum Squares Error for Damage Identification of Structures”, Proc. 4th China-Japan-US Symposium on Structural Control and Monitoring, pp.100-105, Hangzhou, China, Oct 15-17, 2006.
  Yang, J. N. and Huang, H., “Substructure Damage Identification Using Sequential Nonlinear LSE Method”, Proc. ICEE 2006, 4th International Conference on Earthquake Engineering, CD-ROM, 10 pages, Taipei, Taiwan, Oct 12-13, 2006.
  Yang, J. N. and Huang, H., “Sequential Nonlinear LSE with Unknown Inputs and Unknown Outputs for Damage Identification of Structures”, The Third International Workshop on Advanced Smart Materials and Smart Structures Technology, Lake Tahoe, USA, May 29-30, 2006.
  Yang, J. N. and Huang, H., “Damage Tracking of Base-Isolated Building Using Sequential Nonlinear LSE with Unknown Inputs and Outputs”, Smart Structures and Materials 2006: Sensors And Smart Structures Technologies For Civil, Mechanical And Aerospace Systems, Proc. of SPIE, San Diego, CA, 2006.
  Yang, J. N. and Huang, H., “On-line Damage Identification of Structures with Unknown Excitations”, Proc. The 5th International Workshop on Structural Health Monitoring, pp.245-253, Stanford, CA, 2005.
  Yang, J. N., Huang, H., and Lin, S, “On-line Damage Identification of Linear Structures Using Sequential Nonlinear Least Square Estimation”, Proc. Structural Safety and Reliability, ICOSSA 2005, CD-ROM, 8 pages.
  Yang, J. N., Huang, H., and Lin, S, “On-line Damage Identification of Nonlinear Structures”, Smart Structures and Materials 2005: Sensors And Smart Structures Technologies For Civil, Mechanical And Aerospace Systems, Proc. of SPIE, Vol.5765, pp.731-740, San Diego, CA, 2005.
  Phoon, K.K., Huang, H.W. and Quek, S.T., “Simulation of Strongly Non-Gaussian Processes Using Karhunen-Loeve Expansion”, Probability Engineering Mechanics, 20(2), April 2005, 188-198.
  Phoon K. K., Quek, S. T. and Huang, H. W., “Simulation of Non-Gaussian Processes using Fractile Correlation”, Probabilistic Engineering Mechanics, 19(4), Oct 2004, 287-292.
  Phoon, K.K., Huang, H.W. and Quek, S.T., “Comparison between Karhunen-Loeve and Wavelet Expansion for Simulation of Gaussian Processes”, Computers & Structures, 82(13-14), May 2004, 985-991.
  Phoon, K.K., Huang, H.W. and Quek, S.T., “Simulation of Strongly Non-Gaussian Processes Using Karhunen-Loeve Expansion”, 9th ASCE Specialty Conference on Probabilistic Mechanics and Structural Reliability, Jul 26-28, 2004, Albuquerque, NM.
  Phoon, K.K., Huang, H.W. and Quek, S.T., “Comparison between Karhunen-Loeve and Wavelet Expansion for Simulation of Gaussian Processes”, Proc. Of Second MIT Conference on Computational Fluid and Solid Mechanics, June 17-20, 2003, MIT Cambridge, MA.