基本情况
许爱国,北京应用物理与计算数学研究所、国家级计算物理实验室研究员。1998年6月于中国工程物理研究院物理专业获博士学位(导师为陈式刚院士);1998年7月至2006年3月分别工作于北京师范大学、韩国汉城(首尔)大学、意大利巴里大学、日本京都大学;2006年4月至今,工作于北京应用物理与计算数学研究所、国家级计算物理重点实验室。约70篇学术论文被SCI收录;多次在国内外学术会议做大会特邀报告;主持完成国家自然科学基金项目、装备预研基金项目多项。
研究领域
复杂物理系统的建模与模拟、从物理系统角度,主要涉及冲击波与爆轰物理、多相流、弹塑性与断裂损伤、颗粒材料等、从模拟方法角度,主要涉及格子玻尔兹曼、物质点、分子动力学等
论文发表
1. Guanglan S, Yanbiao G, Bin Y,
Aiguo X, Zhipeng L, et al. Droplet Coalescence Kinetics: Coalescence Mechanisms
and Thermodynamic Non-Equilibrium Effects under Isothermal and Non-Isothermal
Conditions, arXiv preprint arXiv, 2025, 2502(17111)
2. Jie C, Aiguo X, Yudong Z, Dawei
C, Zhihua C, et al. Kinetics of Rayleigh-Taylor Instability in Van Der Waals
Fluid: the Influence of Compressibility[J], Frontiers of Physics, 2025, 20(1)
3. Zhongyi H, Yanbiao G, Bin Y,
Demei L, Huilin L, Aiguo X, et al. Kinetic Study of Kelvin-Helmholtz
Instability: Multiscale Thermodynamic Nonequilibrium Effects and Their Relative
Importance, arXiv preprint arXiv, 2025, 2502(02474)
4. Huilin L, Chuandong L, Demei L,
Tao Y, Yanbiao G, Lingyan L, Aiguo X, et al. Effects of Reflection Distance on
Richtmyer-Meshkov Instability in the Reshock Process: A Discrete Boltzmann
Study, arXiv preprint arXiv, 2025, 2502(16597)
5. Qinghong G, Yanbiao G, Bin Y,
Yanhong W, Huilin L, Aiguo X, et al. Thermodynamic Nonequilibrium Effects in
Three-Dimensional High-Speed Compressible Flows: Multiscale Modeling and
Simulation Via the Discrete Boltzmann Method, arXiv preprint arXiv, 2025,
2502(01446)
6. Yanbiao G, Zhaowen Z, Bin Y,
Aiguo X, Dejia Z, Feng C, Jiahui S, Yanhong W, et al. Supersonic Flow Kinetics:
Mesoscale Structures, Thermodynamic Nonequilibrium Effects and Entropy
Production Mechanisms, arXiv preprint arXiv, 2025, 2502(10832)
7. Dejia Z, Yanbiao G, Bin Y,
Yiming S, Aiguo X, et al. Hydrodynamic and Thermodynamic Non-Equilibrium
Characteristics of Shock Waves: Insights from the Discrete Boltzmann Method,
arXiv preprint arXiv, 2025, 2502(06326)
8. Aiguo Xu, Dejia Zhang, Yanbiao
Gan. Advances in the Kinetics of Heat and Mass Transfer in Near-Continuous
Complex Flows[J], Frontiers of Physics, 2024, 19(4)
9. Jiahui S, Aiguo X, Long M, Feng
C, Zhipeng L, Lifeng W, Ningfei W, Xiao H, et al. Plasma Kinetics: Discrete
Boltzmann Modelling and Richtmyer-Meshkov Instability[J], PHYSICS OF FLUIDS,
2024, 36(1)
10. Guanglan S, Yanbiao G, Aiguo X,
Qingfan S, et al. Droplet Coalescence Kinetics: Thermodynamic Non-Equilibrium
Effects and Entropy Production Mechanism[J], PHYSICS OF FLUIDS, 2024, 36(3)
11. Feng C, Aiguo X, Jiahui S,
Yanbiao G, Yudong Z, Ning G, et al. Surface Tension Effects on Rayleigh-Taylor
Instability in Nonideal Fluids: A Multiple-Relaxation-time Discrete Boltzmann
Study[J], SCIENCE CHINA-PHYSICS MECHANICS & ASTRONOMY, 2024, 67(12)
12. Jian Q, Qian C, Rui Z, Zupeng
J, Aiguo X, et al. Detonation Flows of Explosives Containing Compressible Inert
Particles[J], PHYSICS OF FLUIDS, 2024, 36(12)
13. Zhipeng L, Jiahui S, Aiguo X,
Yudong Z, Kan X, et al. Discrete Boltzmann Modeling of Plasma Shock Wave[J],
Proceedings of the Institution of Mechanical Engineers. Part C. Journal of
mechanical engineering science, 2023, 237(11): 2532-2548.
14. Aiguo Xu. Brief Introduction to
Discrete Boltzmann Modeling and Analysis Method[J], arXiv (Cornell University),
2023
15. Yiming S, Aiguo X, Lifeng W,
Yudong Z, et al. Nonequilibrium Kinetics Effects in Richtmyer-Meshkov
Instability and Reshock Processes[J], Communications in theoretical physics,
2023, 75(11)
16. Yudong Z, Xiao W, Bangbang N,
Aiguo X, Feng C, Ronghan W, et al. Lagrangian Steady-State Discrete Boltzmann
Model for Non-Equilibrium Flows at Micro–nanoscale[J], PHYSICS OF FLUIDS, 2023,
35(9)
17. Yiming S, Aiguo X, Yudong Z,
Lifeng W, Feng C, et al. Discrete Boltzmann Modeling of Detonation: Based on
the Shakhov Model[J], Proceedings of the Institution of Mechanical Engineers.
Part C. Journal of mechanical engineering science, 2023, 237(11): 2517-2531.
18. Dejia Z, Aiguo X, Yanbiao G,
Yudong Z, Jiahui S, Yingjun L, et al. Viscous Effects on Morphological and
Thermodynamic Non-Equilibrium Characterizations of Shock–bubble Interaction[J],
PHYSICS OF FLUIDS, 2023, 35(10)