LIANG Yuying
路漫漫兮修远兮，吾将上下而求索。欢迎数理兼修，文体并茂的学生加入课题组。立志打造亦师亦友的新型学术伙伴关系，共同攀登知识的山峰，享受科研的乐趣！知我者谓我心忧，不知我者谓我何求；鹤鸣于野，鱼潜在渊；既闻其声，不见其踪；柏舟之上，淇奥之畔；静言有思，耿耿难寐；春淹秋序，次第固生；日居月诸，胡迭其微；冬雷夏雪，轻言不诺；今夕何夕，动如参商；如临深渊，如履薄冰；靡不有初，鲜克有终；心之忧矣，且歌且谣...details>
Professor
Supervisor of Doctorate Candidates
Supervisor of Master's Candidates
School/Department:宇航学院
No contact
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Research Focus
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Social Affiliations
日本惑星科学会 正会员
IAF Astrodynamics Commission Member (Observer)
JSPS Member
JSPS Member
Editor of Nonlinear Dynamics
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Education Experience
2013/9-2018/7北京航空航天大学 | Aeronautical and Astronautical Science and Technology | Doctoral Degree in Engineering | With Certificate of Graduation for Doctorate Study
2009/9-2013/7北京航空航天大学 | Aeronautical and Astronautical Science and Technology | 学士 | University graduated
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Work Experience
2022/4-Now宇航学院 | 北京航空航天大学
2019/11-2021/11日本宇航局宇宙科学研究所 | 学术振兴学者
2019/7-2019/11西班牙巴塞罗那大学 | 访问学者
2018/11-2019/11加拿大约克大学 | 博士后研究员
- 1.Yuying Liang; Jinjun Shan; Ming Xu; Mingpei Lin ; The bifurcation of periodic orbits and equilibrium points in the linked restricted three-body problem with parameter ω, Chaos: An Interdisciplinary Journal of Nonlinear Science, 2019, 29(10): 103110
- 2.Yuying Liang; Ming Xu; Shijie Xu; Homoclinic/Heteroclinic Connections and Control of Equilibrium Points of Contact Binary Asteroids, Journal of Guidance, Control and Dynamics, 2017.08, 40(8): 2042-2061
- 3.Yuying Liang; Ming Xu; Shijie Xu ; Bounded Motions near Equilibrium Points of Contact Bin ary Asteroids By Hamiltonian Structure-Preserving Control, Journal of Guidance, Control and Dynam ics, 2018.02, 41(2): 401-416
- 4.Yuying Liang; Gerard Gómez; Josep J.Masdemont; Ming Xu ; Stable Regions of Motion Around a Binary Asteroid System, Journal of Guidance, Control, and Dynamics, 2019, 42(11): 2521-2531
- 5.Yuying Liang; Jinjun Shan; Ming Xu; Shijie Xu ; Capturing an Asteroid via Triangular Libr ation Points, Journal of Guidance, Control, and Dynamics, 2020, 43(6): 1099-1113
- 6.Yuying Liang; Ming Xu; Shijie Xu; High-order Solutions of Motion near Triangular Librati on Points for Arbitrary Value of μ, Nonlinear Dynamics, 2018.4, 93(1): 1-24
Research Group
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