屈文镇，男，1987年4月出生，博士，青岛大学特聘教授，硕士研究生导师，山东省优秀青年科学基金获得者(省优青)，山东省高等学校“计算力学与工程仿真创新团队”带头人，德国《Zentralblatt Math》评论员，美国北卡罗莱纳大学教堂山分校访问学者。研究方向为数值计算方法的设计及工程应用，特别是高频声波的大规模数值模拟、长时间动力学响应分析的高性能计算等方面。现为SCI期刊Mathematics的专题客座编辑，江苏省优秀博士论文获得者。目前已发表69篇学术论文，其中62篇SCI检索论文、6篇ESI高被引论文。学术论文共计被引用1332次（Google Scholar），H指数和i10指数分别为22和37。获得了1项国家自然科学基金、2项山东省自然科学基金、1项中国博士后科学基金和1项青岛市博士后应用项目。
一、 教育与进修经历
2005年9月- 2009年7月：山东理工大学，应用数学系，理学学士
2009年9月- 2012年7月：山东理工大学，计算数学系，理学硕士
2012年9月- 2016年6月：河海大学，工程力学系，工学博士
2013年9月- 2014年9月：***，国家公派出国
二、 工作经历
2016年7月- 2019年10月：山东理工大学，信息与计算科学系，教师
2019年11月-至今：青岛大学，信息与计算科学系，教师
三、 研究方向：
(1) 计算力学：边界元法、无网格法、基于物理模型的神经网络
(2) 声学仿真：高频声波、大规模声场数值模拟
(3) 高性能算法：快速多极算法、高精度时间离散方法
四、 学术兼职：
(1) 德国《Zentralblatt Math》评论员；
(2) SCI期刊《Mathematics》专题客座编辑；
(3) 中国力学学会会员；
(4) 中国工业与应用数学学会会员；
五、 荣誉称号：
(1) 山东省高等学校“压电材料的动态断裂力学分析创新团队”带头人，2023年
(2) 山东省优秀青年基金获得者(省优青)，2022年
(3) 淄博市自然科学学术成果一等奖，2022年
(4) 江苏省优秀博士学位论文，2017年
(5) 教育部国家奖学金，2015年
(6) 徐芝纶力学奖学金，2015年
六、 科研项目
(1) 山东省优秀青年基金项目, 压电材料的动态断裂力学分析, 主持, 2023.01-2025.12.
(2) 山东省高等学校青创科技计划项目, 计算力学与工程仿真创新团队, 主持, 2023.01-2025.12.
(3) 中央军委科技委国防科技173计划技术领域基金项目, 参与(排名第二), 2022-10至2024-10.
(4) 国家自然科学基金青年基金项目, 水下大规模结构声固耦合问题的广义有限差分-快速多极奇异边界法研究, 主持, 2019.01 – 2021.12.
(5) 山东省自然科学基金博士基金项目, 颗粒填充复合材料力学性能的边界配点型方法研究, 主持, 2017.08 - 2019.12.
(6) 中国博士后科学基金面上项目, 大型复杂结构声学灵敏度分析的快速配点型无网格法研究, 主持, 2019.01-2020.12.
(7) 青岛市博士后应用研究项目, 大规模结构声振耦合及灵敏度分析的新型数值模拟方法研究, 主持, 2019.07-2020.12.
(8) 江苏省2014年度普通高校研究生科研创新计划, 大规模声学问题的快速多极奇异边界法研究, 主持, 2014.09 - 2015.08.
七、 代表性科研论文
1. Qu W. Z., He H. A GFDM with supplementary nodes for thin elastic plate bending analysis under dynamic loading. Applied Mathematics Letters, 2022, 124: 107664.
2. Qu W. Z., Gao H. W., Gu Y. Integrating Krylov deferred correction and generalized finite difference methods for dynamic simulations of wave propagation phenomena in long-time intervals. Advances in Applied Mathematics and Mechanics, 2021, 13(6), 1398-1417.
3. Qu W.Z., Sun L. L., Li P. W. Bending analysis of simply supported and clamped thin elastic plates by using a modified version of the LMFS. Mathematics and Computers in Simulation, 2021, 185: 347-357.
4. Qu W. Z., He H. A spatial–temporal GFDM with an additional condition for transient heat conduction analysis of FGMs. Applied Mathematics Letters, 2020, 110: 106579.
5. Qu W. Z., Fan C. M., Li X. L. Analysis of an augmented moving least squares approximation and the associated localized method of fundamental solutions. Computers & Mathematics with Applications, 2020, 80(1), 13-30.
6. Qu W. Z., Gu Y., Zhang Y. M., Fan C. M., Zhang C. (2019): A combined scheme of generalized finite difference method and Krylov deferred correction technique for highly accurate solution of transient heat conduction problems. International Journal for Numerical Methods in Engineering, 117(1): 63-83.
7. Qu W. Z., Fan C. M., Zhang Y. M. (2019): Analysis of three-dimensional heat conduction in functionally graded materials by using a hybrid numerical method. International Journal of Heat and Mass Transfer, 145: 118771.
8. Qu W. Z., Fan C. M., Gu Y., Wang F. J. (2019): Analysis of three-dimensional interior acoustic fields by using the localized method of fundamental solutions. Applied Mathematical Modelling, 76: 122-132.
9. Qu W. Z., Fan C. M., Gu Y. (2019): Localized method of fundamental solutions for interior Helmholtz problems with high wave number. Engineering Analysis with Boundary Elements, 107: 25-32.
10. Qu W. Z. (2019): A high accuracy method for long-time evolution of acoustic wave equation. Applied Mathematics Letters, 98: 135-141.
11. Qu W. Z., Zheng C. J., Zhang Y. M., Gu Y., Wang F. J. (2018): A wideband fast multipole accelerated singular boundary method for three-dimensional acoustic problems. Computers & Structures, 206: 82-89.
12. Qu W. Z., Chen W. (2018): Regularized formulation of potential field gradients in singular boundary method. Engineering Analysis with Boundary Elements, 95: 167-174.
13. Qu W. Z., Chen W., Fu Z. J., Gu Y. (2018): Fast multipole singular boundary method for Stokes flow problems. Mathematics and Computers in Simulation, 146: 57-69.
14. Qu W. Z., Chen W., Zheng C. J. (2017): Diagonal form fast multipole singular boundary method applied to the solution of high-frequency acoustic radiation and scattering. International Journal for Numerical Methods in Engineering, 111(9): 803-815.
15. Qu W. Z., Zhang Y. M., Gu Y., Wang F. J. (2017): Three-dimensional thermal stress analysis using the indirect BEM in conjunction with the radial integration method. Advances in Engineering Software, 112: 147-153.
16. Qu W. Z., Zhang Y. M., Liu C. S. (2017): Boundary stress analysis using a new regularized boundary integral equation for three-dimensional elasticity problems. Archive of Applied Mechanics, 87(7): 1213–1226.
17. Qu W. Z., Brandon N., Chen D. X., Huang J. F., Kress T. (2016): A numerical framework for integrating deferred correction methods to solve high order collocation formulations of ODEs. Journal of Scientific Computing, 68(2): 484-520.
18. Qu W. Z., Zhang Y. M., Liu C. S. (2016): A new regularized boundary integral equation for three-dimensional potential gradient field. Advances in Engineering Software, 96: 83-90.
19. Qu W. Z., Chen W. (2015): Fast multipole singular boundary method for large-scale plane elasticity problems. Acta Mechanica Solida Sinica, 28(6): 626-638.
20. Qu W. Z., Chen W., Gu Y. (2015): Fast multipole accelerated singular boundary method for the 3D Helmholtz equation in low frequency regime. Computers & Mathematics with Applications, 70(4): 679-690.
21. Qu W. Z., Chen W., Fu Z. J. (2015): Solutions of 2D and 3D non-homogeneous potential problems by using a boundary element-collocation method. Engineering Analysis with Boundary Elements, 60: 2-9.
22. Qu W. Z., Chen W. (2015): Solution of two-dimensional Stokes flow problems using improved singular boundary method. Advances in Applied Mathematics and Mechanics, 7(1): 13-30.
23. Zhou Y. X., Qu W. Z.(通讯作者), Gu Y., Gao, H. W. A hybrid meshless method for the solution of the second order hyperbolic telegraph equation in two space dimensions. Engineering Analysis with Boundary Elements, 2020, 115: 21-27.
24. Gu Y., Qu W. Z.(通讯作者), Chen W., Song L. N., Zhang C. (2019): The generalized finite difference method for long-time dynamic modeling of three-dimensional coupled thermoelasticity problems. Journal of Computational Physics, 384: 42-59.
25. Liu C. S., Qu W. Z.(通讯作者), Zhang Y. M. (2018): Numerically solving twofold ill-posed inverse problems of heat equation by the adjoint Trefftz method. Numerical Heat Transfer, Part B: Fundamentals, 73(1): 48-61.
26. Wang F. J., Liu C. S., Qu W. Z.(通讯作者) (2018): Optimal sources in the MFS by minimizing a new merit function: Energy gap functional. Applied Mathematics Letters, 86: 229-235.
27. Liu C. S., Qu W. Z.(通讯作者), Chen W., Lin J. (2017): A novel Trefftz method of the inverse Cauchy problem for 3D modified Helmholtz equation. Inverse Problems in Science and Engineering, 25(9): 1278-1298.
八、 研究生及发表论文情况
1. 句冰蕊（2021级，硕博连读）
l Ju, B.R.(句冰蕊), Qu W.Z. (2023): Three-dimensional application of the meshless generalized finite difference method for solving the extended Fisher–Kolmogorov equation. Applied Mathematics Letters 136: 108458.
l Ju, B.R.(句冰蕊), Qu W.Z., Gu Y. (2023): Boundary Element Analysis for Mode III Crack Problems of Thin-Walled Structures from Micro- to Nano-Scales. Computer Modeling in Engineering & Sciences, DOI:10.32604/cmes.2023.025886.
2. 孙文祥（2022级）
l Sun, W.X.( 孙文祥), Qu W.Z., Gu Y., Li P.W. (2024): An arbitrary order numerical framework for transient heat conduction problems. International Journal of Heat and Mass Transfer 218: 124798.
l Sun, W.X.( 孙文祥), Ma H.D., Qu W.Z. (2024): A hybrid numerical method for non-linear transient heat conduction problems with temperature-dependent thermal conductivity. Applied Mathematics Letters 148: 108868.
l Sun, W.X.( 孙文祥), Qu W.Z., Gu Y., Zhao S.D. (2023): Meshless generalized finite difference method for two-and three-dimensional transient elastodynamic analysis. Engineering Analysis with Boundary Elements 152: 645-654.
3. 马浩东（2023级）
l Sun, W.X., Ma H.D.(马浩东), Qu W.Z. (2024): A hybrid numerical method for non-linear transient heat conduction problems with temperature-dependent thermal conductivity. Applied Mathematics Letters 148: 108868.
联系方式：
办公地点：青岛市宁夏路308号，青岛大学浮山校区励行楼（西七）213室
邮箱：quwz@qdu.edu.cn
