胡国军
单位：核科学与工程系
职称：特任研究员
电话：86-551-63607962
邮件：huguojun@ustc.edu.cn
个人简历
教育经历
2009.08-2013.06 中国科学技术大学核科学技术学院学士
2013.08-2018.08 美国伊利诺伊大学-香槟分校博士
工作经历
2015.06-2015.08 美国橡树岭国家实验室 实习研究员
2016.05-2016.08 美国爱达荷国家实验室 实习研究员
2017.05-2017.07 美国爱达荷国家实验室 实习研究员
2018.09-2019.07 美国阿贡国家实验室博士后
2019.08-2022.03 美国阿贡国家实验室 核工程师
2022.03-至今中国科学技术大学核科学技术学院特任研究员
研究领域
研究领域主要为反应堆系统安全分析。前期研究内容包括：两相流数值计算方法、伴随(Adjoint)敏感性分析、系统分析程序开发、热管冷却微型反应堆和熔盐冷却高温堆多物理耦合计算等。致力于从基础数学物理方法出发、通过自主研发大规模科学计算程序，为我国先进反应堆设计及安全分析提供自主化计算工具和分析模型。欢迎对先进反应堆、计算物理和计算机工程感兴趣的同学联系/报考/加入课题组。
研究方向
1. 反应堆系统安全分析及软件开发
2. 计算物理
3. 先进反应堆多物理耦合建模及计算
4. 不确定性及敏感性分析
奖励与荣誉
17届国际核反应堆热工水力会议优秀学生论文(1/1) 2017
国际科学技术创新R&D100奖(2/3) 2019
阿贡国家实验室杰出贡献奖(1/1) 2020
近5年发表论文
1. Zou*, L., Hu, G., O'Grady, D., Hu, R. (2022), Explicit Modeling of Pebble Temperature in the Porous-Media Model for Pebble-Bed Reactors, Progress in Nuclear Energy, https://doi.org/10.1016/j.pnucene.2022.104175
2. Hu*, G. & Kozlowski, T. (2021), Development of WENO-type Numerical Solver for Two-Phase Flow Simulations, Annals of Nuclear Energy, https://doi.org/10.1016/j.anucene.2021.108840
3. Zou*, L., Hu, G., O’Grady, D., Hu, R. (2021), Code validation of SAM using natural-circulation experi- mental data from the compact integral effects test (CIET) facility, Nuclear Engineering and Design, https://doi.org/10.1016/j.nucengdes.2021.111144
4. Hu*, G. & Kozlowski, T. (2020), Development and Assessment of Adjoint Sensitivity Analysis Method for Transient Two-Phase Flow Simulations, Annals of Nuclear Energy, https://doi.org/10.1016/j.anucene.2020.107731
5. Hu*, G. & Kozlowski, T. (2019), Application of Discrete Adjoint Method to Sensitivity and Uncertainty Analysis in Steady-State Two-Phase Flow Simulations, Annals of Nuclear Energy, https://doi.org/10.1016/j.anucene.2018.11.012
6. Hu*, G. & Kozlowski, T. (2019), On the Approximate Riemann Solver for the Two-Phase Two-Fluid Six-Equation Model and Application to Real System, Nuclear Engineering and Design, https://doi.org/10.1016/j.nucengdes.2018.11.035
7. Hu*, G. & Kozlowski, T. (2018), Application of Implicit Roe-type Scheme and Jacobian-Free Newton- Krylov Method to Two-Phase Flow Problems, Annals of Nuclear Energy, https://doi.org/10.1016/j.anucene.2018.05.003
8. Hu*, G. & Kozlowski, T. (2018), Application of Continuous Adjoint Method to Steady-State Two-Phase Flow Simulations, Annals of Nuclear Energy, https://doi.org/10.1016/j.anucene.2018.03.029
9. Hu*, G. & Kozlowski, T. (2018), A Roe-Type Numerical Solver for the Two-Phase Two-Fluid Six- Equation Model with Realistic Equation of State, Nuclear Engineering and Design, https://doi.org/10.1016/j.nucengdes.2017.11.023
10. Wu*, X., Mui, T., Hu, G., Meidani, H., & Kozlowski, T. (2017). Inverse Uncertainty Quantification of TRACE Physical Model Parameters using Sparse Grid Stochastic Collocation Surrogate Models, Nuclear Engineering and Design, https://doi.org/10.1016/j.nucengdes.2017.05.011