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黄健哲

职称:长聘助理教授 

联系方式: 

电子信箱:huangdeng9@sjtu.edu.cn 

导师类别:

基本信息0
研究方向1
教学科研2
获奖情况3
其他4

2018年-至今 上海交通大学航空航天学院 长聘教轨助理教授

2015年-2018年 哈尔滨工程大学 副教授

2015年-2015年 卡特彼勒公司总部(美国) 结构疲劳分析工程师

1、软体机器人非线性动力系统建模与控制

2、多旋翼无人飞行器建模与控制

3、切换系统的复杂性分析

2018年获2017海洋工程科学技术奖

(1) Huang, J.Z., Luo, A.C.J. (2017): Complex Dynamics of Bouncing Motions on Boundaries and Corners in a Discontinuous Dynamical System, Journal of Computational and Nonlinear Dynamics, 12(6), 061014.

(2) Wang, D.H., Huang, J.Z.* (2016): Periodic Motions and Chaos for a Damped Mobile Piston System in a High Pressure Gas Cylinder with P Control, Chaos, Solitons & Fractals, 95, 168-178.

(3) Huang, J.Z., Peters, D.A. (2016): Real-time Solution of Nonlinear Potential Flow Equations for Lifting Rotors, Chinese Journal of Aeronautics, 30(3), 871-880.

(4) Huang, J.Z., Luo, A.C.J. (2015): Periodic Motions and Bifurcation Trees in a Buckled, Nonlinear Jeffcott Rotor System, International Journal of Bifurcation and Chaos, 25(1), 1550002.

(5) Luo, A.C.J., Huang, J.Z. (2014): Period-3 Motions to Chaos in a Softening Duffing Oscillator, International Journal of Bifurcation and Chaos, 24 (3), 1430010.

(6) Luo, A.C.J., Huang, J.Z. (2013): Asymmetric Periodic Motions with Chaos in a Softening Duffing Oscillator”, International Journal of Bifurcation and Chaos, 23(5), 1350086.

(7) Luo, A.C.J., Huang, J.Z. (2013): Analytical Solutions for Asymmetric Periodic Motion to Chaos in a Hardening Duffing Oscillator”, Nonlinear Dynamics, 72(1-2), 417-438.

(8) Luo, A.C.J., Huang, J.Z. (2013): Analytical Period-3 Motions to Chaos in a Hardening Duffing Oscillator, Nonlinear Dynamics, 73, 1905-1932.

(9) Luo, A.C.J., Huang, J.Z. (2012): Approximate Solutions of Periodic Motions in Nonlinear Systems via a Generalized Harmonic Balance, Journal of Vibration and Control, 18(11), 1661-1674.

(10) Luo, A.C.J., Huang, J.Z. (2012): Analytical Dynamics of Period-m Flows and Chaos in Nonlinear Systems”, Int. J. Bifurcation Chaos, 22(4), 1250093.

(11) Luo, A.C.J., Huang, J.Z. (2012): Discontinuous Dynamics of a Non-linear, Self-excited, Friction-induced, Periodically Forced Oscillator, Nonlinear Analysis: Real World Applications, 13(1), 241-257

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