英国威廉希尔体育公司_WilliamHill-中文官网

Name: Liu Zhonghua

Courses Taught: 

Architectural Mechanics, Descriptive Geometry

Education Background: Ph.D, Zhejiang University,2005

2007 to date, Department of civil engineering, Xiamen University
2005-2007, Postdoctoral fellow, Zhejiang University

1. Dianxin awards of Xiamen University, 2016
2. The first prize of excellent thesis of Natural Science in Zhejiang Province, 2005

1. 2014-01 to 2017-12, time delay quasi non integrable Hamiltonian system stochastic dynamics research, National Natural Science Foundation of China
2. 2010-01 to 2012-12, a class of nonlinear systems with memory effects, stochastic dynamics and control, National Natural Science Foundation
3. 2008-08 to 2011-07, the new method of vibration control of important structures in civil engineering, the natural science foundation of Fujian Province

1. Zhu WQ, Liu ZH, “Stochastic Dynamics and Optimal Control of Quasi Integrable Hamiltonian Systems with Time- delayed Feedback Control”, Advances in Analysis and Control of Time-Delayed Dynamical Systems, Higher Education Press Limited Company & World Scientific Publishing Co Pte Ltd., 2013, Chapter 5: 85-162.

1. Liu ZH, Geng JH, Zhu WQ. Transient stochastic response of quasi nonintegerable Hamiltonian systems, Probabilistic Engineering Mechanics, 43,148-155, 2016.
2. Liu ZH, Geng JH, Zhu WQ. Transient stochastic response of quasi-partially integrable Hamiltonian systems, ARCHIVE OF APPLIED MECHANICS, 84(1): 123-131，2014.
3. Liu ZH, Geng JH, Zhu WQ. Transient stochastic response of quasi integerable Hamiltonian systems。ACTA MECHANICA SINICA，29( 4): 602-611, 2013.
4. Liu ZH, Zhu WQ. Stochastic Hopf bifurcation of quasi-integrable Hamiltonian systems with multi-time-delayed feedback control and wide-band noise excitations， NONLINEAR DYNAMICS, 69( 3): 935-947，2012.
5. Liu ZH, Zhu WQ. Time-delay stochastic optimal control and stabilization of quasi-integrable Hamiltonian systems，PROBABILISTIC ENGINEERING MECHANICS, 27(1): 29-34, 2012.
6. Liu ZH, Zhu WQ. Compensation for time-delayed feedback bang-bang control of quasi-integrable Hamiltonian systems, SCIENCE IN CHINA SERIES E-TECHNOLOGICAL SCIENCES, 52(3): 688-697，2009.
7. Liu ZH, Zhu WQ. First-passage failure of quasi-integrable Hamiltonian systems under time-delayed feedback control, JOURNAL OF SOUND AND VIBRATION, 315(1-2): 301-317, 2008.
8. Liu ZH, Zhu WQ. Asymptotic Lyapunov stability with probability one of quasi-integrable Hamiltonian systems with delayed feedback control, AUTOMATICA, 44( 7): 1923-1928, 2008.
9. Liu ZH, Zhu WQ. Stochastic Hopf bifurcation of quasi-integrable Hamiltonian systems with time-delayed feedback control, JOURNAL OF THEORETICAL AND APPLIED MECHANICS, 46( 3): 531-550，2008.
10. 刘中华，文善任，雷鹰. 地震激励下20层钢结构模型的非线性随机最优控制,振动工程学报,26(1): 83-89，2013.
11. Huan RH, Zhu WQ. Ma F, Liu ZH. The Effect of High-Frequency Parametric Excitation on a Stochastically Driven Pantograph-Catenary System，SHOCK AND VIBRATION，DOI: 10.1155/2014/792673，2014.
12. Li XP, Liu ZH, Huan RH, Zhu WQ. Asymptotic Lyapunov stability with probability one of quasi linear systems subject to multi-time-delayed feedback control and wide-band parametric random excitation, ARCHIVE OF APPLIED MECHANICS, 79(11): 1051-1061，2009.
13. Li XP, Liu ZH, Zhu WQ. First-passage failure of quasi linear systems subject to multi-time-delayed feedback control and wide-band random excitation, PROBABILISTIC ENGINEERING MECHANICS, 24(2): 144-150, 2009.
14. Li XP, Zhu WQ, Liu ZH. Stochastic Averaging of Quasi Linear Systems Subject to Multi- time-delayed Feedback Control and Wide-band Random Excitation, JOURNAL OF VIBRATION AND CONTROL, 15(8): 1187-1205，2009.
15. Feng J, Zhu WQ, Liu ZH. Stochastic optimal time-delay control of quasi-integrable Hamiltonian systems，COMMUNICATIONS IN NONLINEAR SCIENCE AND NUMERICAL SIMULATION, 16(8): 2978-2984，2011.
16. 雷鹰，吴德挺，刘中华. 一种适用于大型工程结构的分散振动控制方法；振动工程学报；25(4):411-417，2012.