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同专业博导
同专业硕导
于洋
( 教授 )
赞
的个人主页 http://shi.buaa.edu.cn/yuyang/zh_CN/index.htm
教授 博士生导师 硕士生导师
主要任职:
航空学院动力学与控制系支部书记
教师英文名称:
Yu Yang
教师拼音名称:
yuyang
电子邮箱:
4530092e4f03b31b113869899ef5df27a87f545944a79797c0305327541e331376138042a43ce5ac42e8b33f0b638b2e38acd0c1724c576bc951f3d219e0b75ca0e1c9b7cf8789a1642efe8b2ea4800f4f409cac407e853cf767a4d9f511ff5ac59d73a253741b9d6b23ce3a45d93ffd030246c8752b437159aab31cb91cea63
所在单位:
航空科学与工程学院
学历:
博士研究生
办公地点:
海淀区学院路37号北京航空航天大学新主楼D411
性别:
男
联系方式:
yu.yang@buaa.edu.cn
学位:
博士
在职信息:
在职
毕业院校:
清华大学
学科:
航空宇航科学与技术
力学
论文
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论文
[31]
.Michel P., Cheng A., et al., Yu Y. Science case for the Asteroid Impact Mission (AIM): A component of the Asteroid Impact: Deflection Assessment (AIDA) mission, Advances in Space Research, 2016, 57(12): 2529-2547.
[32]
.Zeng X., Fang B., Li J., Yu Y. Generalized flyby trajectories around elongated minor celestial bodies as a rotating mass dipole. Acta Mech. Sin., 2015, 32(3): 535–545.
[33]
.Zeng X., Zhang Y., Yu Y., Liu X. THE DIPOLE SEGMENT MODEL FOR AXISYMMETRICAL ELONGATED ASTEROIDS. Astronomical Journal, 2018, 155, 85.
[34]
.Baoyin H., Yu Y., Li J. Orbital maneuver for a rotating tethered system via tidal forces. Journal of Spacecraft and Rockets, 2013, 50(5): 1060-1068.
[35]
.Ballouz R., Richardson D. C., Michel P., Schwartz S. R., Yu Y. Numerical simulations of collisional disruption of rotating gravitational aggregates: dependence on material properties. Planetary and Space Science, 2015, 107: 29-35.
[36]
.Jiang Y., Baoyin H., Wang X., Yu Y., Li H., Peng C., Zhang Z. Order and chaos near equilibrium points in the potential of rotating highly irregular-shaped celestial bodies. Nonlinear Dynamics, 2016, 83: 231-252.
[37]
.Yuan J., Yu Y., Gao Y., Li H., Ma W., Ning X., Tang G., Shi Y., Sun C., He X., Zhang S., Baoyin H., Three Decades of Progress in China’s Space High-Tech Program Empowered by Modern Astrodynamics. REACH-Reviews in Human Space Exploration, 2017, 5: 1-8.
[38]
.Jiang Y., Yu Y., Baoyin H. Topological classifications and bifurcations of periodic orbits in the potential field of highly irregular-shaped celestial bodies. Nonlinear Dynamics, 2015, 81(1): 119-140.
[39]
.Schwartz S. R., Yu Y., Michel P., Jutzi M., Small-body deflection techniques using spacecraft: Techniques in simulating the fate of ejecta, Advances in Space Research, 2016, 57(8): 1832-1846.
[40]
.Cheng B., Yu Y., Baoyin H. A. Collision-Based Understanding of the Force Law in Granular Impact Dynamics. Physical Review E, 2018, 98, 012901.
共52条 4/6
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