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李明武

助理教授(副研究员)

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李明武,现任南科大力航系助理教授,博士生导师。华中科技大学学士,大连理工大学硕士,美国伊利诺伊大学香槟分校博士,瑞士苏黎世联邦理工学院博士后。

长期围绕“非线性动力学与控制”研究方向,在高维非线性振动模型降阶、航天器轨迹优化最优控制算法、复杂飞行任务优化设计、流固耦合振动、柔性多体动力学等方面取得了创新性研究成果。以第一或通讯作者发表论文20余篇,其中两篇获NODYCON23 Best Paper Awards。参与开发了非线性动力学分叉分析及优化平台COCO、非线性模型降阶工具箱SSMTool和卡特皮勒工业仿真软件中的柔性多体动力学模块。是第八届振动工程国际学术会议(ICVE 2021)和欧洲计算力学大会 (ECCOMAS 2022, 2024) 分会场组织人。目前担任《动力学与控制学报》“非线性模型降阶理论”专刊客座主编。

研究领域

非线性振动与控制、模型降阶、柔性多体动力学、软体机器人、流固耦合振动

学术成果

开源程序和软件

近期学术论文

  • Mingwu Li, Hao Yan, Lin Wang*: Data-driven model reduction for pipes conveying fluid via spectral submanifolds. International Journal of Mechanical Sciences,  277(1), 2024, 109414

  • Mingwu Li*, Shobhit Jain, George Haller: Fast computation and characterization of forced response surfaces via spectral submanifolds and parameter continuation. Nonlinear Dynamics, Volume 112, pages 7771–7797, (2024).  https://doi.org/10.1007/s11071-024-09482-2

  • Mingwu Li*, Shobhit Jain, George Haller: Model reduction for constrained mechanical systems using spectral submanifolds. Nonlinear Dynamics 02/2023. https://doi.org/10.1007/s11071-023-08300-5

  • Mingwu Li, Hao Yan*, Lin Wang: Nonlinear model reduction for a cantilevered pipe conveying fluid: A system with asymmetric damping and stiffness matrices. Mechanical Systems and Signal Processing 04/2023

  • Hao Yan, Mingwu Li*, Lin Wang*: Bifurcation and stability analysis of static equilibrium configuration of curved pipe conveying fluid. European Journal of Mechanics – A/Solids 01/2023

  • Mingwu Li*, George Haller: Nonlinear analysis of forced mechanical systems with internal resonance using spectral submanifolds, Part II: Bifurcation and quasi-periodic response. Nonlinear Dynamics 10/2022

  • Mingwu Li*, Shobhit Jain, George Haller: Nonlinear analysis of forced mechanical systems with internal resonance using spectral submanifolds, Part I: Periodic response and forced response curve. Nonlinear Dynamics 10/2022

  • Zaid Ahsan, Harry Dankowicz*, Mingwu Li, Jan Sieber: Methods of Continuation and their Implementation in the COCO Software Platform with Application to Delay Differential Equations. Nonlinear Dynamics (feature article) 01/2022