代洪華，男，山東聊城人，副教授，碩士生導師。從事的研究領域有：（1）計算結構動力學；（2）柔性航天器動力學與控制；（3）流固耦合力學。截至目前，已在Journal of Computational Physics，Journal of Fluids and Structures, Nonlinear Dynamics, JSV, JGCD, AIAA J.等國際著名力學期刊上發表SCI論文20余篇，其中ESI高被引論文2篇。作為項目負責人主持國家自然基金項目、國家863項目等5項。

學術成果 Academic Achievements

1. H.H. Dai, X.J. Jing, Y. Wang, X.K. Yue, J.P. Yuan. Post-capture vibration suppression of spacecraft via a bio-inspired isolation system, Mechanical Systems and Signal Processing, in press.
2. H.H. Dai, X.C. Wang, M. Schnoor, X.C. Wang, S.N. Atluri. Analysis of internal resonance in a two-degree-of-freedom nonlinear dynamical system, Communications in Nonlinear Science and Numerical Simulation, 49, pp.176-191, 2017.
3. C. Ma, H.H. Dai, J.P. Yuan. Estimation of inertial characteristics of tumbling spacecraft using constant state filter. Advances in Space Research, 60(3), pp.513-530, 2017.
4. X. Wang, X. Yue, H.H. Dai, S.N. Atluri. Feedback-Accelerated Picard Iteration for Orbit Propagation and Lambert’s Problem, Journal of Guidance, Control, and Dynamics, 40(10), pp.2442-2451, 2017.
5. C. Wei, J. Luo, H.H. Dai, Z. Yin, J. Yuan. Low complexity differentiator based decentralized fault-tolerant control of uncertain large-scale nonlinear systems with unknown dead zone, Nonlinear Dynamics, 89 (4), pp.2573-2592, 2017.
6. H.H. Dai, X.K. Yue, J.P. Yuan. Half-order optimally scaled Fourier expansion method for solving nonlinear dynamical system, International Journal of Non-Linear Mechanics, 87, pp.21-29, 2016.
7. H.H. Dai, X.K.Yue, J.P. Yuan, D. Xie, S.N. Atluri. A comparison of classical Runge-Kutta and Henon’s methods for capturing chaos and chaotic transients in an aeroelastic system with freeplay nonlinearity, Nonlinear Dynamics, 2015.
8. H.H. Dai, X.K. Yue, J.P. Yuan, S.N. Atluri. A time domain collocation method for studying the aeroelasticity of a two dimensional airfoil with a structural nonlinearity. Journal of Computational Physics, 270, pp.214-237, 2014.
9. H.H. Dai, X.K. Yue, D. Xie, S.N. Atluri. Chaos and chaotic transients in an aeroelastic system. Journal of Sound and Vibration, 333(26), pp. 7267-7285, 2014.
10. H.H. Dai, X.K. Yue, S.N. Atluri. Solutions of the von Karman plate equations by a Galerkin method, without inverting the tangent stiffness matrix. Journal of Mechanics of Materials and Structures, 9(2), pp.195-226, 2014.
11. H.H. Dai, X.K. Yue, C.S. Liu. A multiple scale time domain collocation method for obtaining approximate solutions for nonlinear dynamical systems. International Journal of Non-Linear Mechanics, 67, pp.342-351, 2014.
12. X.K. Yue, H.H. Dai, C.S. Liu. Optimal scale polynomial interpolation technique for obtaining periodic solutions to the Duffing oscillator. Nonlinear Dynamics, 77(4), pp.1455-1468, 2014.
13. H.H. Dai, X.K. Yue, J.P. Yuan, D. Xie. A fast harmonic balance technique for periodic oscillations of an aeroelastic airfoil. Journal of Fluids and Structures, 50, pp. 231-252, 2014.
14. D. Xie, M. Xu, H.H. Dai, E.H. Dowell. Observation and Evolution of Chaos for a Cantilever Plate in Supersonic Flow. Journal of Fluids and Structures, 50, pp. 271-291, 2014.
15. X.K. Yue, X.C. Wang, H.H. Dai. A Simple Time Domain Collocation Method to Precisely Search for Periodic Orbits of Satellite Relative Motions. Mathematical Problems in Engineering, 2014, pp.1-15, 2014.
16. P. Li, X.K. Yue, H.H. Dai. Real-time terminal guidance for autonomous spacecraft capture of free floating objects using model predictive control, International Journal of Space Science and Engineering 5 2 (2), 190-204.
17. H.H. Dai, X.K. Yue, J.P. Yuan. A time domain collocation method for obtaining the third superharmonic solutions to the Duffing oscillator. Nonlinear Dynamics, 73(1-2), pp.593-609, 2013.
18. H.H. Dai, M. Schnoor, S.N. Atluri. A Simple Collocation Scheme for Obtaining the Periodic Solutions of the Duffing Equation, and its Equivalence to the High Dimensional Harmonic Balance Method: Subharmonic Oscillations. CMES: Computer Modeling in Engineering & Sciences, 84(5), pp.459-497, 2012.
19. H.H. Dai, J.K. Paik, S.N. Atluri. The Global Nonlinear Galerkin Method for the Analysis of Elastic Large Defections of Plates under Combined Loads: A Scalar Homotopy Method for the Direct Solution of Nonlinear Algebraic Equations. Computers, Materials & Continua, 23(1), pp.69-99, 2011.
20. H.H. Dai, J.K. Paik, S.N. Atluri. The Global Nonlinear Galerkin Method for the Solution of von Karman Nonlinear Plate Equations: An Optimal & Faster Iterative Method for the Direct Solution of Nonlinear Algebraic Equations. Computers, Materials & Continua, 23(2), pp.155-185, 2011.
21. C.S. Liu, H.H. Dai, S.N. Atluri. Iterative Solution of a System of Nonlinear Algebraic Equations. CMES: Computer Modeling in Engineering & Sciences, 81(4), pp.335-362, 2011.
22. C.S. Liu, H.H. Dai, S.N. Atluri. A Further Study on Iteratively Solving the Nonlinear System of Algebraic Equations. CMES: Computer Modeling in Engineering & Sciences, 81(2), pp.195-227, 2011.
23. X.K. Yue, J. Chen, H.H. Dai. Pseudospectral control for 6-DOF electromagnetic formation flying. Journal of Aerospace Engineering: Part G, 2015.

社會兼職 Social Appointments

AIAA Senior Member
國際ICCES會議Aerospace Flight Dynamics and Control分會主席
陜西省振動工程學會常務理事
國際期刊AIAA J., JGCD, Journal of Fluids and Structures, Nonlinear Dynamics, Journal of Sound and Vibration, IJNM等20多個國際期刊審稿人

團隊信息 Team Information

本人所在團隊航天飛行動力學技術重點實驗室成立于2010年12月，由北京航天飛行控制中心和西北工業大學聯合設立。實驗室以提高空間平臺機動性能以及綜合應用能力為目標，開展航天飛行動力學和控制應用基礎理論與關鍵技術研究，進行新概念、新理論、新方法、新技術的探索性和開創性研究與實驗。一直以來，實驗室秉承“開放、流動、聯合、競爭”的宗旨，開拓創新，銳意進取，各項事業取得長足發展。為了推動實驗室建設，加強人才培養，實驗室充分發揮西北工業大學的教育特色和優勢，吸引更多的優秀人才了解航天、熱愛航天、投身航天事業。團隊給學習科研優異的學生提供出國深造的機會，并與美國、德國、香港等國家和地區建立了學生互訪和學術交流。歡迎有志從事航天事業的學生加入我們的團隊。