1.基本情况
姓名：李珺璞
职称：副教授、硕士生导师
Email：junpu.li@foxmail.com
我的：Researchgate
李珺璞，工学博士，副教授，硕士生导师。2019年毕业于河海大学力学与材料学院，获工程力学博士学位，2020年入职郑州大学。有美、澳等4个国家的海外学术研究经历，2017年获国家留学基金委资助，赴澳大利亚国立大学工程与计算机科学学院访问研究18个月。主要研究方向为计算力学与工程仿真，近年来致力于发展大规模复杂波场动力环境高精度模拟的快速半解析边界配点技术，在大规模高频声场计算、复杂目标电磁散射、先进纳米材料涂层的散射体散射计算等方面有系统研究。发表学术论文28篇（SCI索引24篇），其中第一作者24篇，中科院1区8篇，ESI 高被引论文（前1%）8篇，ESI热点论文（前1‰）1篇，SCI引用700余次，H指数16；出版专著2部；授权发明专利1项，授权国家软件著作权2件；主持国家自然科学青年基金、中国博士后基金特别资助和面上资助等纵向课题10余项、参与国家杰出青年科学基金等重大科研基金项目6项；一个国际英文期刊编委，为Applied Mathematics Letters等多个国内外力学期刊审稿人；讲授《流体力学》、《安全检测与监控技术》、《安全技术装备应用研究》等本科及研究生课程；获得过河南省教育厅科技成果一等奖等荣誉奖励。
Jun-Pu Li，He received the B.E., and Ph.D. degrees in mechanical engineering from Hohai University, China, in 2014 and 2019, respectively. In 2020, he joined the school of mechanics and safety engineering of Zhengzhou University, China, as an lecturer, and was then promoted to a associate professor in mechanics in 2021. His research interests include computational mechanics and virtual simulations of wave propagation. He has published 2 research monographs and more than 20 research papers in international referred journals, with more than 700 SCI citations. His H index is 16 and 8 articles are selected as ESI highly cited papers.
改进数值算法，实现高效稳定地求解各种复杂的实际工程问题，是计算力学发展的一个重要方向。目前以径向基函数方法为理论基础，结合近年来快速发展的快速多极子技术，所研发的高效数值算法具有采样频率低、计算速度快、稳定性强、适用性广、收敛速率高的优势，在工程实践上具有广泛的开发和应用前景。
热诚欢迎具有力学、计算机、数学、材料、物理、机械、水利等不同专业背景的研究生和优秀本科生加入我们的研究团队。
2.教育及工作经历
2024.1-至今 郑州大学力学与安全工程学院，副教授
2020.8-至今 郑州大学力学与安全工程学院，博士后
2020.7-2023.12 郑州大学力学与安全工程学院，讲师/副教授（直聘）
2017.11-2019.5 澳大利亚国立大学（Australian National University）工程与计算机科学学院，访问学者 （CSC资助）
2016.9-2016.9 黑山共和国黑山大学（University of Montenegro）机械工程学院，访问学者
2014.9-2019.12 河海大学力学与材料学院，工程力学专业，工学博士（本科推免，硕博连读）
2010.9-2014.6 河海大学大禹学院（拔尖人才培养），工程力学专业，工学学士
3.研究领域
计算力学与工程仿真、大规模高频声场计算、复杂目标电磁散射、先进纳米材料涂层的散射体散射计算
4.学术兼职
l “Mathematical and Computational Applications” 特刊特邀编辑（2022-目前，EI源期刊， ISSN 2297-8747）
l 国内外期刊评审：Applied Mathematics Letters、Computer Methods in Applied Mechanics and Engineering、Applied Mathematical Modelling、Computers & Mathematics with Applications、Engineering Analysis with Boundary Elements、Boundary Value Problems、Engineering Optimization、Computer Modeling in Engineering & Sciences、Acta Mechanica、Ocean Engineering、Mathematics、International Joumal of Computer Mathematics、Recent Advances in Electrical & Electronic Engineering 、应用数学和力学，等。
5.主要科研项目
1. 中国博士后科学基金特别资助（站中）项目，2023.07-2025.06，主持
2. 中国博士后科学基金“优秀学术专著出版资助”项目，2023，主持
3. 海岸灾害及防护教育部重点实验室开放基金（揭榜挂帅）项目，2023.01-2025.12，主持
4. 国家自然科学青年基金项目，2023.01-2025.12，主持
5. 河南省自然科学基金青年项目，2022.01-2023.12，主持
6. 郑州大学科研启动基金项目，2021.01-2022.12，主持
7. 中国博士后科学基金面上项目，2021.01-2022.12，主持
8. 河南省重点研发与推广专项（科技攻关）项目，2021.01-2022.12，主持
6.主要荣誉奖励
1. 2022年，河南省教育厅科技成果奖一等奖（排名第5/9）
7.主要学术成果
发表学术论文28篇（SCI索引24篇），其中第一作者24篇，中科院1区8篇，ESI 高被引论文（前1%）8篇，ESI热点论文（前1‰）1篇，SCI引用700余次；出版中英文专著各1部，授权发明专利1项，授权国家软件著作权2件。
A. 学术专著
1. 李珺璞. 快速半解析边界配点法——大规模复杂波场动力环境高精度模拟, 科学出版社, 北京, 2024. (ISBN: 978-7-03-077665-5)
2. Jun-pu Li, Qing-Hua Qin, Radial Basis Function Methods for Large-Scale Wave Propagation, Bentham Science Publishers, Sharjah, UAE, 2021. (ISBN: 978-1-68108-899-0)
B. 期刊论文
1. Junpu Li, Lan Zhang, Shouyu Cai, Na Li, Regularized singular boundary method for calculating wave forces on three-dimensional large offshore structure, Applied Mathematics Letters, 2024, 149: 108931.
2. Zhuojia Fu, Qiang Xi, Yan Gu, Junpu Li, Wenzhen Qu, Linlin Sun, Xing Wei, Fajie Wang, Ji Lin, Weiwei Li, Wenzhi Xu, Chuanzeng Zhang. Singular boundary method: A review and computer implementation aspects, Engineering Analysis with Boundary Elements, 2023, 147: 231-266.
3. Junpu Li, Zhuojia Fu, Yan Gu, Lan Zhang. Rapid calculation of large-scale acoustic scattering from complex targets by a dual-level fast direct solver, Computers & Mathematics with Applications, 2023, 130: 1-9.
4. Junpu Li, Lan Zhang, Qinghua Qin, A regularized fast multipole method of moments for rapid calculation of three-dimensional time-harmonic electromagnetic scattering from complex targets, Engineering Analysis with Boundary Elements, 2022, 142: 28-38.
5. Junpu Li, Lan Zhang, Qinghua Qin, Fei Wang, A localized spatiotemporal particle collocation method for long-time transient homogeneous diffusion analysis, International Journal of Heat and Mass Transfer, 2022, 192: 122893.
6. Junpu Li, Zhuojia Fu, Yan Gu, Qing-Hua Qin, Recent advances and emerging applications of the singular boundary method for large-scale and high-frequency computational acoustics. Advances in Applied Mathematics and Mechanics, 2022, 14(2): 315-343.
7. Junpu Li, Lan Zhang. High-precision calculation of electromagnetic scattering by the Burton-Miller type regularized method of moments. Engineering Analysis with Boundary Elements, 2021, 133: 177-184.
8. Junpu Li, Yan Gu, Qinghua Qin, Lan Zhang. The rapid assessment for three-dimensional potential model of large-scale particle system by a modified multilevel fast multipole algorithm. Computers & Mathematics with Applications, 2021, 89: 127-138.
9. Junpu Li, Lan Zhang, Qinghua Qin. A regularized method of moments for three-dimensional time-harmonic electromagnetic scattering. Applied Mathematics Letters, 2021, 112: 106746.
10. Zhuojia Fu, Junpu Li, Qiang Xi. Fast singular boundary method: mathematical background and application in wave propagation analysis. WIT Transactions on Engineering Sciences, 2019, 126: 177-188.
11. Junpu Li, Zhuojia Fu, Wen Chen, Qinghua Qin. A regularized approach evaluating origin intensity factor of singular boundary method for Helmholtz equation with high wavenumbers. Engineering Analysis with Boundary Elements, 2019, 101: 165-172.
12. Junpu Li, Zhuojia Fu, Wen Chen, Xiaoting Liu. A dual-level method of fundamental solutions in conjunction with kernel-independent fast multipole method for large-scale isotropic heat conduction problems. Advances in Applied Mathematics and Mechanics, 2019, 11(2): 501-517.
13. Junpu Li, Wen Chen, Zhuojia Fu, Qinghua Qin. A regularized approach evaluating the near-boundary and boundary solutions for three-dimensional Helmholtz equation with wideband wavenumbers. Applied Mathematics Letters, 2019, 91: 55-60.
14. Junpu Li, Wen Chen, Qinghua Qin, Zhuojia Fu. A modified multilevel algorithm for large-scale scientific and engineering computing. Computers & Mathematics with Applications, 2019, 77(8): 2061-2076.
15. Junpu Li, Qinghua Qin, Zhuojia Fu. A dual-level method of fundamental solutions for three-dimensional exterior high frequency acoustic problems. Applied Mathematical Modelling, 2018, 63: 558-576.
16. Junpu Li, Wen Chen, Qinghua Qin, Zhuojia Fu. A modified dual-level fast multipole boundary element method for large-scale three-dimensional potential problems. Computer Physics Communications, 2018, 233: 51-61.
17. 李珺璞, 陈文. 一种模拟大规模高频声场的双层奇异边界法. 力学学报, 2018, 50 (4): 961-969.
18. Junpu Li, Wen Chen, Qinghua Qin. A modified dual-level fast multipole boundary element method based on Burton-Miller formulation for large-scale three-dimensional sound field analysis. Computer Methods in Applied Mechanics and Engineering, 2018, 340: 121-146.
19. Junpu Li, Wen Chen. Singular boundary method based on time-dependent fundamental solutions for active noise control. Numerical Methods for Partial Differential Equations, 2018, 34(4): 1401-1421.
20. Junpu Li, Wen Chen, Zhuojia Fu. A modified dual-level algorithm for large-scale three-dimensional Laplace and Helmholtz equation. Computational Mechanics, 2018, 62(4): 893-907.
21. Junpu Li, Wen Chen. A modified singular boundary method for three-dimensional high frequency acoustic wave problems. Applied Mathematical Modelling, 2018, 54: 189-201.
22. Junpu Li, Wen Chen, Yan Gu. Error bounds of singular boundary method for potential problems. Numerical Methods for Partial Differential Equations, 2017, 33(6): 1987-2004.
23. 陈文，李珺璞，傅卓佳.基于时间依赖基本解的奇异边界法模拟二维狄利克雷边界标量波方程. 计算力学学报, 2017, 34(2): 231-237.
24. Junpu Li, Wen Chen, Zhuojia Fu, Linlin Sun. Explicit empirical formula evaluating original intensity factors of singular boundary method for potential and Helmholtz problems. Engineering Analysis with Boundary Elements, 2016, 73: 161-169.
25. Wen Chen, Junpu Li, Zhuojia Fu. Singular boundary method using time-dependent fundamental solution for scalar wave equations. Computational Mechanics, 2016, 58(5): 717-730.
26. Junpu Li, Wen Chen, Zhuojia Fu. Numerical Investigation on Convergence Rate of Singular Boundary Method. Mathematical Problems in Engineering, Mathematical Problems in Engineering, 2016, 2016: 3564632.
27. Junpu Li, Zhuojia Fu, Wen Chen. Numerical investigation on the obliquely incident water wave passing through the submerged breakwater by singular boundary method. Computers & Mathematics with Applications, 2016, 71(1): 381-390.
28. 李珺璞，傅卓佳，陈文. 奇异边界法分析含水下障碍物水域中的水波传播问题. 应用数学和力学, 2015, 36(10): 1035-1044.
C. 专利及软件著作权
1. 一种基于奇异边界法的波动类型动态数据重构方法，发明专利， ZL201610547589.6
2. 奇异边界法模拟水波问题计算软件V1.0，中国国家软件著作权，No. 2015SR111496
3. 奇异边界法求解偏微分方程数值计算软件V1.0，中国国家软件著作权，No. 2015SR110721
