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尚玫
2023-05-06 11:42
  • 尚玫
  • 尚玫 - 副教授-北京理工大学-宇航学院-个人资料

近期热点

资料介绍

个人简历


教学工作
主要讲授课程:
在北京理工大学任教期间, 曾独立主讲过的课程有:
(1) 李群和李代数对约束力学系统的应用 (博士生)
(2) 运动稳定性 (硕士生)
(3) 专业英语 (硕士生)
(4) 分析力学 (硕士生,双语教学)
(5) 高等动力学 (硕士生,双语教学)
(6) Birkhoff系统动力学 (博士生)
(7) 理论力学 (本科生)
(8) 工程力学A (本科生)
(9) 工程力学C (本科生)
(10) 高等代数B (本科生)
(11) 数学物理方法一 (本科生)
教育经历
1981.09- 1985.07: 大连理工大学物理系应用物理专业读书(本科生)
1985.09- 1988.07: 大连理工大学力学系实验力学专业读书(硕士研究生)
1996.03- 1999.03: 北京理工大学力学系应用数学专业读书(博士研究生)
工作经历
1988.07- 1996.03: 华北电力大学机械系力学教研室任教
1996.03- 1999.03: 北京理工大学应用力学系应用数学专业 (博士研究生)
1999.03—至今 北京理工大学力学系任教

研究领域


动力学与控制—分析力学

近期论文


近年来主要发表论文
1. Cumulants of Stochastic Response for a special nonholonomic system. Chinese Physics, 2001, January, 10 (1): 7-11(Shang Mei, Zhang Yi)
2. Mean-square Stability and Instability of Stochastic Nonholonomic Systems. Chinese Physics, 2001, June, 10 (6): 480-485 (Shang Mei, Guo Yongxin)
3. Gauss白噪声与非Gauss白噪声,力学与实践,2002年第24卷,第6期:47-50 (尚玫,梅凤翔
4. On Almost Sure Sample Stability of Stochastic Nonholonomic System, The Fourth International Conference on Nonlinear Mechanics (ICNM-IV), Shanghai China 2002 Aug.: 1078-1083 (Shang Mei, Mei Fengxiang)
5. Integrals of generalized Hamilton systems with additional terms, Chinese Physics, 2005, September, 14 (9): 1707-1709 (Shang Mei, Mei Feng-xiang)
6. Noether’s theorem and one-step corrections method for holonomic system, Chinese Physics, 2006, December, 15 (12): 2788-2791 (Shang Mei, Chen Xiang-wei)
7. A Birkhoff-Noether method for solving differential equations, Chinese Physics, 2007, February, 16 (2): 292-295 (Shang Mei, Guo Yongxin, Mei Fengxiang)
8. Constraint stabilization and one-step correction method for dynamical systems, Journal of Beijing Institute of Technology, 2007, January, 16 (1):5-8 (Shang Mei, Chen Xiangwei, Mei Fengxiang)
9. 理论力学中的概率问题,力学与实践,2007年第29卷,第1期:69-70 (尚玫,梅凤翔)
10. Conserved quantities and one-step corrections method for dynamical system, Non-linear Dynamical Analysis June 4-8 2007, Saint Petersburg, Russia: 22-22 (Shang Mei, Chen Xiang-wei, Mei Fengxiang)
11. Conserved quantities and symmetries related to stochastic Hamiltonian systems, Chinese Physics, 2007, November, 16 (11): 3161 - 3167 (Shang Mei,, Mei Fengxiang)
12. The stability of controlled Hamilton systems excited by Gaussian white noise, Journal of Beijing Institute of Technology, 2008, January, 17 (1):1-4 (Shang Mei, Guo Yongxin, Mei Fengxiang)
13. 约束力学系统的随机问题研究进展,中国力学学会学术大会2007会议论文集,2007 北京:555 (尚玫)
14. The stability of controlled Hamilton systems excited by Gaussian white noise, Journal of Beijing Institute of Technology, 2008, January, 17 (1):1-4 (Shang Mei, Guo Yongxin, Mei Fengxiang)
15. Last Multiplier of Generalized Hamilton System. Chinese Physics Letters, 2008, 25 (11): 3837 - 3839 (梅凤翔, 尚玫)
16. Poisson theory of generalized Bikhoff equations. Chinese Physics B, 2009, August, 18 (08): 3155 - 3157 (Shang Mei,, Mei Fengxiang)
17. 理论力学可视化教学与Matlab/Simulink,力学与实践,2010年第32卷,第1期:72-76 (尚玫,梅凤翔)

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