| 成果及荣誉 |
"一、所获奖励及荣誉称号
(1) 2008年4月获得甘肃省自然科学奖二等奖
(2) 2007年10月指导""高教社杯""全国大学生数学建模竞赛获得全国甲组一等奖、甘肃省甲组特等奖
(3) 2005年12月获得甘肃省科学技术进步二等奖
(4) 2004年10月获得甘肃省高校科技进步二等奖
(5) 2006年10月 获奖:指导""高教社杯""全国大学生数学建模竞赛甘肃省一等奖
(6) 2006年6月获得甘肃青年科技创新行动科技发明制作类一等奖
(7) 2007年10月获得兰州交通大学2007年青年教师教学奖
(8) 2008年4月获得兰州交通大学教学成果二等奖
二、发表论文
[1] 张艳龙, 王丽. 三自由度双侧刚性约束振动系统的概周期运动.工程力学, 2009,26(2):71-77(EI Compendex收录)
[2] Zhang Yanlong(张艳龙), Wang Li. A Complicated Bifurcation Sequence of the Inertial Shaker near the 1:4 Strong Resonance Point.2010 International Conference on Mechanic Automation and Control Engineering, 2309-2313(EI Compendex收录)
[3] Zhang Yanlong(张艳龙), Wang Li. Dynamical Behavior and Parameter Optimization of a Vibratory System.2009 International Conference on Measuring Technology and Mechatronics Automation,217-220(EI Compendex收录、ISTP收录)
[4] 张艳龙,徐慧东.冲击振动落砂机在1:4强共振点附近的动力学特性.工程力学, 2008,25(8):194-199,211(EI Compendex收录)
[5] Y L Zhang(张艳龙), G W Luo, L Wang, L Ma. Bifurcations of a harmonically excited system impacting between two moving rigid bodies near a 1:4 strong resonance point.Journal of Physics: Conference Series 96(2008)(doi:10.om Vibratory System with a Gap.Proceedings of the International Conference on Mechanical Engineering and Mechanics, Wuxi,2007, 925-929(ISTP收录)
[6] Yan-long Zhang(张艳龙), Guan-wei Luo, Li Ma. Stability and bifurcations of a multi-degree- of-freedom vibratory system with gap. Proceedings of the 5International Conference on Nonlinear Mechanics, Shanghai, 2007,1426-1433(ISTP收录)
[7] Yanlong Zhang(张艳龙), Li Wang, Li Ma. Bifurcations of Single-impact Periodic Motions of a Three-degree-of-freedom Vibratory System with a Gap. Proceedings of the International Conference on Mechanical Engineering and Mechanics, Wuxi,2007, 925-929(ISTP收录)
[8] 张艳龙,张军平,顾树伟. 三自由度单侧刚性约束振动系统的周期运动和分岔.兰州交通大学学报,2006,25(1):39-43
[9] 张艳龙. 多自由度冲击振动系统的周期运动和分岔.《中国优秀硕士学位论文全文数据库》, 2007, 6(6):1-170
[10] 张艳龙. 一类三自由度冲击振动系统的周期运动和分岔.兰州铁道学院学报, 2003,22(4): 32-39
[11] G.W. Luo, Y.L. Zhang(张艳龙), J.H. Xie.1:3 resonance bifurcation of a three-degree-of-freedom vibratory system with symmetrical rigid stops.Physics Letters A, 2008, 372(17):2026-2031(SCI收录)
[12] G.W. Luo, Y.L. Zhang(张艳龙), J.H. Xie. Bifurcation sequences of vibroimpact systems near a 1:2 strong resonance point.Nonlinear Analysis: Real World Applications, 2009, 10(1): 1-15(SCI收录)
[13] G.W. Luo, Y.L. Zhang(张艳龙), Y.D. Chu, J.G. Zhang. Codimension two bifurcations of fixed points in a class of vibratory systems with symmetrical rigid stops.Nonlinear Analysis: Real World Applications, 2007,8(4):1272- 1292(SCI收录)
[14] G.W. Luo, Y.L. Zhang(张艳龙), J.G. Zhang. Dynamical behavior of a class of vibratory systems with symmetrical rigid stops near the point of codimension two bifurcation.Journal of Sound and Vibration, 2006, 297(1-2):17-36(SCI收录)
[15] G.W. Luo, Y.L. Zhang(张艳龙), J.N. Yu. Dynamical behavior of vibro-impact machinery near a point of codimension two bifurcation.Journal of Sound and Vibration, 2006,292 (1-2): 242-278(SCI收录)
[16] Guanwei Luo, Yanlong Zhang(张艳龙), Jianhua Xie, Jiangang Zhang. Periodic- impact motions and bifurcations of vibro-impact systems near 1:4 strong resonance point.Communications in Nonlinear Science and Numerical Simulation, 2008,13(5):1002- 1014(SCI收录)
[17] Guanwei Luo, Yanlong Zhang(张艳龙). Analyses of impact motions of harmonically excited systems having rigid amplitude constraints.International Journal of Impact Engineering, 2007,34(11):1883-1905(SCI收录)
[18] Luo Guanwei, Zhang Yanlong(张艳龙), Yao Huiming. Periodic Motions and Bifurcations of a Plastic Impact Machine.Key Engineering Material, 2007, 340-341,307-312(SCI、EI Compendex收录)
[19] Luo Guanwei, Zhang Yanlong(张艳龙), Xie, Jianhua, Zhang Jiangang. Vibro-impact dynamics near a strong resonance point.Acta Mechanica Sinica, 2007,23(3):329-341(SCI、EI Compendex收录)
[20]罗冠炜, 张艳龙, 张建刚, 谢建华. 冲击振动成型机周期运动的Hopf-flip余维二分岔与混沌.工程力学, 2007, 24(09):140-147(EI Compendex收录)
[21] 罗冠炜, 张艳龙, 谢建华. 含对称刚性约束振动系统的周期运动和分岔.工程力学, 2007, 24(07) :44-52(EI Compendex收录)
[22] 罗冠炜, 张艳龙,谢建华. 多自由度含间隙振动系统周期运动的二重Hopf分岔.工程力学, 2006, 23(03): 37-43,68(EI Compendex收录)
[23] G.W. Luo, Y.D. Chu, Y.L. Zhang(张艳龙), J.G. Zhang. Double Neimark–Sacker bifurcation and torus bifurcation of a class of vibratory systems with symmetrical rigid stops.Journal of Sound and Vibration, 2006, 298(1-2):154-179(SCI收录)
[24] Guanwei Luo, Yandong Chu, Yanlong Zhang(张艳龙), Jianhua Xie. Codimension two bifurcation of a vibro-bounce system.Acta Mech Sinica, 2005,21(2): 197-206(SCI、EI Compendex收录)
[25]苟向锋, 罗冠炜, 谢金玲, 张艳龙. 基于系统变量的线性变换实现对Josephson结电路的混沌控制.西北师范大学学报(自然科学版), 2008, 141(4): 53-56.
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