李祥雲(西南交通大學碩士生導師)

李祥雲,美國紐約州立大學博士,西南交通大學碩士生導師。

教育經歷
·2010.09-2014.03 美國紐約州立大學(State University of New York at Stony Brook) 機械工程系 博士
·2006.09-2010.07 浙江大學 機械工程系 機械電子工程專業 學士
工作經歷 ·2015.03- 今 西南交通大學 機械工程學院 講師
·2014.03-2014.10 DMG MORI 數位技術實驗室 美國加州戴維斯 高級軟體工程師
·2013.05-2013.08 DMG MORI 數位技術實驗室 美國加州戴維斯 軟體工程師(實習)
研究方向
·計算運動幾何學(Computational Design Kinematics)
·機構學與機器人學(Mechanisms and Robotics)
·計算機輔助設計與製造(CAD/CAM)
·計算機圖形學及虛擬現實(Computer Graphics/Virtual Reality)
科學研究
1.國家自然科學基金面上項目(51575457): 機電系統多混沌效應及其能量俘獲的研究(2016-2019)
2.西南交通大學青年教師百人計畫(A0920502051602-4): 基於運動映射和諧波分析的並在線上器人構型與尺度綜合方法研究(2015-2017)
3.四川省機械研究設計院項目:高精密複雜曲面的高效工業化製造工藝及設備研究(2015-2017)
4.美國國家科學基金(CMMI-0856594): Collaborative Research: Variational Kinematic Geometry and Task Driven Mechanism Design in VR Environment(2009-2012)
學術論文
1. Xiangyun Li*, Jun Wu, Q. J. Ge, A Fourier Descriptor Based Approach to Design Space Decomposition for Planar Motion Approximation, Journal of Mechanisms and Robotics-Transactions of the ASME (SCI)
2. Xiangyun Li*, Ping Zhao, Q. J. Ge, A Parametrization-Invariant Fourier Descriptor Based Approach to Path Generation of Four-Bar Mechanisms, Mechanism and Machine Theory (SCI)
3. Ping Zhao, Xiangyun Li*, Lihong Zhu*, Bin Zi, Q. J. Ge, A Novel Motion Synthesis Approach with Expandable Solution Space for Planar Linkages Based on Kinematic Mapping, Mechanism and Machine Theory (SCI)
4. Xiangyun Li, Xin Ge, Anurag Purwar, Q. J. Ge*, A Unified Algorithm for Analysis and Simulation of Planar Four-Bar Motions Defined With R- and P-Joints, Journal of Mechanisms and Robotics-Transactions of the ASME, 2015, 7(1):011014-1-011014-7 (SCI)
5. Ping Zhao*, Xiangyun Li, Anurag Purwar, Q. J. Ge,A Task Driven Unified Synthesis of Planar Four-Bar and Six-Bar Linkages with R- and P-Joints for Five Position Realization, Journal of Mechanisms and Robotics-Transactions of the ASME (SCI)
6. Q. J. Ge*, Ping Zhao, Anurag Purwar, Xiangyun Li, A Novel Approach to Algebraic Fitting of a Pencil of Quadrics for Planar 4R Motion Synthesis, Journal of Computing and Information Science in Engineering, 2012, 12(4):041003-1-041003-7 (SCI)
7. Xiangyun Li*, Xu Zhong, Q. J. Ge, Parametrization-Independent Non-Uniform Fourier Approach to Path Synthesis of Four-Bar Mechanism,The 14th IFToMM World Congress, Taipei, 2015.10.25-2015.10.30 (EI)
8. Q. J. Ge*, Xin Ge, Anurag Purwar, Xiangyun Li, A Null-Space Analysis Method for Solving Bilinear Equations in Kinematic Synthesis of Planar and Spherical Dyads,The 14th IFToMM World Congress, Taipei, 2015.10.25-2015.10.30 (EI)
9. Xiangyun Li, Q. J. Ge*, Feng Gao, A Unified Algorithm for Geometric Design of Platform Linkages with Spherical and Plane Constraints, 38th ASME Mechanisms and Robotics Conference, Buffalo, 2014.8.17-2014.8.20 (EI)
10. Xiangyun Li, Xin Ge, Anurag Purwar, Q. J. Ge*, A Unified Algorithm For Analysis and Simulation of Planar Four-bar Motions Defined With R- and P-Joints,38th ASME Mechanisms and Robotics Conference, Buffalo, 2014.8.17-2014.8.20 (EI)
11. Xiangyun Li, Ping Zhao, Q. J. Ge*, Anurag Purwar, A Task Driven Approach to Simultaneous Type Synthesis and Dimensional Optimization of Planar Parallel Manipulator Using Algebraic Fitting of A Family of Quadrics, 37th ASME Mechanisms and Robotics Conference, Portland, 2013.8.4-2013.8.7 (EI)
12. Ping Zhao, Xiangyun Li, Anurag Purwar*, Kartik Thakkar, Q. J. Ge, A Task Driven Approach to the Synthesis of Spherical 4R Linkages Using Algebraic Fitting Method,37th ASME Mechanisms and Robotics Conference, Portland, 2013.8.4-2013.8.7 (EI)
13. Xiangyun Li, Ping Zhao, Q. J. Ge*, A Fourier Descriptor Based Approach to Design Space Decomposition for Planar Motion Approximation,36th ASME Mechanisms and Robotics Conference,Chicago,2012.8.12-2012.8.15 (EI)
14. Q. J. Ge, Ping Zhao, Anurag Purwar, Xiangyun Li, A Novel Approach to Algebraic Fitting of a Pencil of Quadrics for Planar 4R Motion Synthesis, 36th ASME Mechanisms and Robotics Conference, Chicago, 2012.8.12-2012.8.15 (EI)
譽獎勵
  • 以第一作者發表的論文“A Fourier Descriptor Based Approach to Design Space Decomposition for Planar Motion Approximation”榮獲2012年美國芝加哥ASME國際機構學與機器人學大會最佳論文獎

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