亚洲兴发pt老虎机官网_兴发xf966手机版官方入口

齐国元

作者:发布时间:2020-08-07


齐国元

工学博士,博士生导师,教授,20159月评为天津市特聘教授,2017年评为天津市控制工程与控制科学学科领军人才,2009年被南非评为国家青年人才,2015年被南非基金委评为国家有建树成果人才。


个人资料

男,1970年出生

电子邮箱:guoyuanqisa@qq.com or qiguoyuan@tjpu.edu.cn

电话:18502640018

办公室:兴发xf966手机版官方入口 4C401

通信地址:亚洲兴发pt老虎机官网,邮编:300387

专业学科:控制科学与工程

研究方向

1.无人直升机和四旋翼直升机建模、动力学分析与控制。

2.深度学习建模、类脑智能(包括忆阻器神经元动力学、电路实现、听觉感知、视觉感知、多模态融合感知)

3. 非线性复杂系统控制理论及应用。

4.混沌系统生成、控制、同步、电路实现及在保密通信上的应用。

基金

目前主持国家自然基金面上项目:“广义刚体混沌系统的力学分析、控制与应用”,天津市重点基金项目:“无人直升机混沌模型构建与镇定”。

在南非工作期间,自2009年获得南非国家研究基金委员会连续6年的基金资助和南非高校基金5年的资助,2007-2010年期间主持完成中国国家自然基金1项,教育部重点基金1项,天津市自然基金1项。

获奖:

2015年评为天津市特聘教授,2009年被南非评为国家青年人才,2015年被南非评为国家有建树成果人才。2004年被中国自动化学会控制理论专业委员会评为固高应用研究奖——现代控制系统设计方法在倒立摆设计问题中的应用。

兼职

担任国际SCI期刊International Journal of Bifurcation and Chaos 编辑,中国电子学会电路与系统分会混沌与非线性电路专委会副主任委员

学历

2001.9-2004.6

南开大学,控制理论与控制工程

博士

1998.9-2001.7   

黑龙江大学,控制理论与控制工程

硕士

1988.9-1992.7

牡丹江师范学院,数学

学士

工作经历

2015.5-至今

亚洲兴发pt老虎机官网

教授

2014.10-2015.5   

南非,南非大学电气工程与矿业系

(University   of South Africa, South Africa)

教授(Full Professor)

2008.1-2014.9

南非,茨瓦尼科技大学电气工程系(Tshwane University of Technology, South Africa)

副教授(Associate   Professor)

2003.10-2007.11

天津科技大学电子信息与自动化学院

副教授

2007.11-2008.1

天津科技大学电子信息与自动化学院

教授

2006.6-2007.7

 

南非,茨瓦尼科技大学法国南非电子技术研究所 (Tshwane University of Technology, South Africa)

博士后

 

2007.8-2007.12

南非,茨瓦尼科技大学机械系 (Tshwane   University of Technology, South Africa)

访问教授(Visiting   Professor)

2001.7-2003.11

天津科技大学电子信息与自动化学院

讲师

1993.9-1998.9

  佳木斯大学医学院

讲师

1992.7-1993.9

  佳木斯大学医学院

助教

代表性论文

发表期刊论文80余篇,其中50篇为SCI检索,被引用2400余次,Google Scholar H-index 24

[1]Guoyuan Qi, Xiaogang Yang. Modeling of a Chaotic Gyrostat System and Mechanism Analysis of Dynamics Using Force and Energy. Complexity, 2019, https://doi.org/10.1155/2019/5439596. (SCI, 中科院二区)

[2]Qiliang WuGuoyuan Qi*. Global dynamics of a pipe conveying pulsating fluid in primary parametrical resonance: Analytical and numerical results from the nonlinear wave equation. Physics Letters A. 2019, 383(14):1555-1562. (SCI)

[3]P Faradja, Guoyuan Qi*. Local bifurcation analysis of brushless DC motor. International Transactions on Electrical Energy Systems. 2019; 29(2): e2710. DOI: 10.1002/etep.2710. (SCI)

[4]Guoyuan Qi*. Modelings and mechanism analysis underlying both the 4D Euler equations and Hamiltonian conservative chaotic systems. Nonlinear Dyanmics, 2019, 95:2063–2077 (SCI, 中科院二区)

[5]Y Yang, Guoyuan Qi*. Mechanical analysis and bound of plasma chaotic system Chaos, Solitons and Fractals. 2018, 108: 187–195 (SCI).

[6]H Jia, Z Guo, Guoyuan Qi, Z Chen. Analysis of a four-wing fractional-order chaotic system via frequency-domain and time-domain approaches and circuit implementation for secure communication. Optik - International Journal for Light and Electron Optics, 2018,155: 233-241 (SCI).

[7]Guoyuan Qi*, J Hu. Force Analysis and Energy Operation of Chaotic System of Permanent-Magnet Synchronous Motor. International Journal of Bifurcation and Chaos, 2017, 27, 1750216 (SCI, 中科院二区).

[8]Guoyuan Qi*, X Liang. Mechanism and energy cycling of Qi four-wing chaotic system. International Journal of Bifurcation and Chaos. 2017, 27(12) 1750180-1-15(SCI).

[9]Guoyuan Qi*. Energy cycle of brushless DC motor chaotic system. Applied Mathematical Modelling. 2017, 51: 686–697. (SCI, 中科院一区).

[10]Guoyuan Qi*, J Zhang.  Energy cycle and bound of Qi chaotic system. Chaos, Solitons and Fractals, 2017, 99: 7-15 (SCI).

[11]X Liang, Guoyuan Qi*. Mechanical Analysis and Energy Cycle of Chen Chaotic System. Brazil Journal of Physics. 2017, 47(3): 288–294 (SCI).

[12]X Liang, Guoyuan Qi*. Mechanical analysis of Chen chaotic system. Chaos, Solitons and Fractals. Chaos, Solitons and Fractals 98 (2017): 173–177 (SCI).

[13]Guoyuan Qi*, X Liang. Force analysis of Qi chaotic system. International Journal of Bifurcation and Chaos. 2016. Vol. 26, No. 14, 1650237-1-13. (SCI, 中科院二区).

[14]Guoyuan Qi, X Liang. Mechanical analysis of Qi four-wing chaotic system. Nonlinear Dynamics, 2016, 86(2): 1095–1106   (SCI, 中科院二区).

[15]Y. Guo, Guoyuan Qi*, Y Hamam. A multi-wing spherical chaotic system using fractal process. Nonlinear Dynamics, 2016,  85(4): 2765–2775  (SCI, 中科院二区).

[16]Guoyuan Qi*, G Chen, A spherical chaotic system. Nonlinear Dynamics, 2015, 81:1381-1392 (SCI, 中科院二区).

[17]Y Guo, Guoyuan Qi*. Topological horseshoe in a fractional-order Qi four-wing chaotic system. Journal of Applied Analysis and Computation. 2015, 5(2): 168-176 (SCI).

[18]Guoyuan Qi*, S Montodo. Hyper-chaos encryption using convolutional masking and model free unmasking. Chinese Physics B 2014, 23(5) 050507-1-6 (SCI).

[19]H Jia, Z Chen, Guoyuan Qi. Chaotic characteristics analysis and circuit implementation for a fractional-order system. IEEE Transactions on Circuits and Systems I, 2014, 61(3): 845 - 853 (SCI, 中科院二区).

[20]W Xue, Guoyuan Qi*, J Mu, H Jia, Y Guo. Hopf bifurcation analysis and circuit implementation for a novel four-wing hyper-chaotic system. Chinese Phys. B 2013 22(10): 080504 (SCI)

[21]L Chen, J Qu, Yi Chai, R Wu and Guoyuan Qi. Synchronization of a Class of Fractional-Order Chaotic Neural Networks. Entropy, 2013 15, 3265-3276 (SCI).

[22]H Jia, Z Chen, Guoyuan Qi. Topological horseshoe analysis and circuit realization for a fractional-order Lü system. Nonlinear Dynamics, October 2013, 74(1-2):203-212 (SCI).

[23]Guoyuan Qi*, Z Wang, Y Guo. Generation of an eight-wing chaotic attractor from Qi 3-D four-wing chaotic system. International Journal of Bifurcation and Chaos, 2012,22(12) 1250287-1-9 (SCI, 中科院二区).

[24]Z Wang, Y Sun, Guoyuan Qi, and BJ van Wyk. Model Free Control Based on GIMC Structure. International Journal of Control, Automation, and Systems, 2012, 10(1):173-179. (SCI).

[25]H Jia, Z Chen, Guoyuan Qi. Topological horseshoe analysis and the circuit implementation for a four-wing chaotic attractor. Nonlinear Dynamics (2011) 65:131–140. (SCI, 中科院二区)

[26]Y. Sun, K. Djouani,  Guoyuan Qi, B. J. van Wyk & Z Wang. Fully connected particle swarm optimizer. Engineering Optimization. 2011, 43(7): 801-812 (SCI).

[27]Y Sun, Guoyuan Qi, Z Wang, van Wyk B J. Bifurcation analysis of the Qi 3-D four-wingchaotic system. Acta Physica Polonica B, 2010, 41(4): 767-778. (SCI).

[28]Z Wang, Y Sun, Guoyuan Qi, B J van Wyk. The effects of fractional order on a 3-D quadratic autonomous system with four-wing attractor. Nonlinear Dynamics. 2010, 62: 139-150 (SCI, 中科院二区).

[29]S Dadras, H R Momeni, Guoyuan Qi. Analysis of A New 3D Smooth Autonomous System with Different Wing Chaotic Attractors and Transient Chaos. Nonlinear Dynamics, 62:391-405, 2010 (SCI, 中科院二区).

[30]S Cang, Guoyuan Qi and Z Chen. A four-wing-hyper-chaotic attractor and transient chaos generated from a new 4-D quadratic autonomous system. Nonlinear Dynamics, 2010. 46 (4): 263-270 (SCI, 中科院二区).

[31]Z Wang, Guoyuan Qi, Y Sun, M A van Wyk. A new type of four-wing chaotic Attractors in 3-D quadratic autonomous systems. Nonlinear Dynamics 2010.60, Number 3, 443-457 (SCI, 中科院二区).

[32]Guoyuan Qi*, M A van Wyk, B J van Wyk. A new hyperchaotic System and its circuit implementation, Chaos Solitons & Fractals, June 15 2009 40 (5): 2544-2549 (SCI)

[33]Guoyuan Qi*,B J van Wyk, M A van Wyk. A four-wing chaotic attractor and its analysis. Chaos Solitons & Fractals, May 30 2009 40(4): 2016-2030 (SCI).

[34]Z Wang, Guoyuan Qi, Y Sun, M A van Wyk, Wyk B J van, A generalized 3-D four-wing chaotic system, International Journal of Bifurcation and Chaos 2009, 19(11): 3481-3853 (SCI, 中科院二区).

[35]S Du, B J van Wyk, Guoyuan Qi*. Chaotic system synchronization with an unknown master model using a hybrid HOD active control approach. Chaos Solitons & Fractals, November 15, 2009 42 (3): 1900-1913, (SCI).

[36]Guoyuan Qi*, M Avan Wyk, B J van Wyk, G Chen. On a new hyperchaotic system. Physics Letters A. 2008, 372/2:124-136, January 7 (SCI).

[37]Guoyuan Qi*, Z Chen, Z Yuan. Adaptive high order differential feedback controlfor affine nonlinear system. Chaos Solitons & Fractals, 2008, 37 (1): 308-315. (SCI).

[38]Guoyuan Qi*, G Chen, Y Zhang. On a new asymmetric chaotic system. Chaos Solitons & Fractals. 2008, 37:409–423. (SCI).

[39]Guoyuan Qi*, G Chen, M A van Wyk, B J van Wyk, Y Zhang. A Four-wing chaotic attractor generated from a new 3-D quadratic chaotic system. Chaos Solitons & Fractals. 2008, 38: 705–721. (SCI).

[40]Z Chen, Y Yang, Guoyuan Qi, Z Yuan. A novel hyperchaos system only with one equilibrium. Physics Letters A, 2007 (360): 696–701. (SCI).

[41]Guoyuan Qi*, G Chen, S Li, Y Zhang. Four-wing attractor from pseudo to real. International Journal of Bifurcation and Chaos. 2006, 16(4): 859-885 (SCI).

[42]Guoyuan Qi*, G Chen, Y Zhang. Analysis and circuit implementation of a new 4-D chaotic system. Physics Letters A, 2006, 352: 386-397 (SCI).

[43]Y Zhang, Guoyuan Qi*, et, al. Theoretical analysis and its circuit implementation of new four dimensional system. Acta Physica Sinaca, 2006, 55(7): 3307-3314 (in Chinese). (SCI)

[44]Guoyuan Qi*, Z Chen, Z Yuan. Model free control of affine chaotic system. Physics Letters A. 2005, 344/2-4 pp 189-202 (SCI).

[45]Guoyuan Qi*, S Du, G Chen, et al. On a four-dimensional chaotic system. Chaos Solitons & Fractals, 2005, 23, 1671-1682. (SCI).

[46]Guoyuan Qi*, G Chen, S Du, Z Chen, Z Yuan. Analysis of a newchaotic system. Physica A: Statistical Mechanics and its Applications, 2005, 352, 295-308. (SCI).