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基于离散等收缩比的前体/进气道流向双乘波一体化设计 期刊论文
力学学报, 2023, 卷号: 55, 期号: 12, 页码: 2844-2856
Authors:  邬婉楠;  肖雅彬;  王立尧;  岳连捷;  杨理
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高超声速前体/进气道  一体化  离散等收缩比  流管划分  双乘波  
Ground test research of an air-breathing electric propulsion system in a rarefied gas wind tunnel 会议论文
25st International Symposium on Plasma Chemistry, Miyako Messe,Kyoto, Japan, May 21-26 2023
Authors:  Meng X(孟显);  Liu HW(刘洪伟);  He JW(贺建武);  Cao JW(曹进文);  Xiao YB(肖雅彬);  Yang C(杨超);  Zhang Ying;  Sun Yu;  Luo Jun;  Zhang Yong;  Chen Hanyu;  Zou Renqiu;  Huang HJ(黄河激)
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基于动态分区概念的高超声速燃烧大涡模拟 期刊论文
力学学报, 2022, 卷号: 54, 期号: 04, 页码: 954-974
Authors:  姚卫;  刘杭;  张政;  肖雅彬;  岳连捷
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高超声速燃烧  动态分区火焰面  分区自适应化学  分区并行自适应建表  改进延迟分离涡模拟  
一种辐射预冷的稀薄气体捕集装置 专利
发明专利. 一种辐射预冷的稀薄气体捕集装置, 专利号: ZL202120924299.5, 申请日期: 2021-04-30, 授权日期: 2022-01-11
Inventors:  肖雅彬;  李腾;  杨超;  刘洪伟;  黄河激;  岳连捷
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一种吸气式电推进系统 专利
发明专利. 一种吸气式电推进系统, 专利号: ZL202120926572.8, 申请日期: 2021-04-30, 授权日期: 2021-12-03
Inventors:  黄河激;  刘洪伟;  孟显;  李腾;  肖雅彬;  杨超;  曹进文;  贺建武
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一种半导体预冷的稀薄气体捕集装置 专利
发明专利. 一种半导体预冷的稀薄气体捕集装置, 专利号: ZL202120926607.8, 申请日期: 2021-04-30, 授权日期: 2021-11-30
Inventors:  肖雅彬;  李腾;  杨超;  刘洪伟;  黄河激;  岳连捷
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一种用于空间吸气式电推进系统的气体捕集装置 专利
发明专利. 一种用于空间吸气式电推进系统的气体捕集装置, 专利号: ZL202120924296.1, 申请日期: 2021-04-30, 授权日期: 2021-11-30
Inventors:  杨超;  孙泉华;  黄河激;  刘洪伟;  肖雅彬
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一种气体捕集装置用准直结构 专利
发明专利. 一种气体捕集装置用准直结构, 专利号: ZL202120924274.5, 申请日期: 2021-04-30, 授权日期: 2021-11-30
Inventors:  杨超;  孙泉华;  黄河激;  刘洪伟;  肖雅彬
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Performance analysis of a strut-aided hypersonic scramjet by full-scale IDDES modeling 期刊论文
AEROSPACE SCIENCE AND TECHNOLOGY, 2021, 卷号: 117, 页码: 14
Authors:  Yao W(姚卫);  Liu H(刘杭);  Yue LJ(岳连捷);  Xiao YB(肖雅彬)
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Hypersonic combustion  Hydrogen  Improved Delayed Detached Eddy  Simulation (IDDES)  Dynamic zone flamelet model  Scramjet  
Analysis of Harmonically Forced Duffing Oscillator with Time Delay State Feedback by Incremental Harmonic Balance Method 期刊论文
JOURNAL OF VIBRATION ENGINEERING & TECHNOLOGIES, 2021, 页码: 13
Authors:  Wu H(吴晗);  Zeng XH(曾晓辉);  Liu YB(刘玉标);  Lai J(赖姜)
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Incremental harmonic balance method  Duffing oscillator  Time delay  Primary and 1  3 subharmonic resonance  Continuous time approximation