当前位置: 首页 > 团队队伍 > 正文

教师简介:杨伟

发布时间:2018-10-02   阅读:

基本信息 


姓名:杨伟

职称:教授

电子信箱:yangweixtu@126.com

办公室:数学院A310


个人简介 


杨伟,男,博士,教授、博士生导师,教务处副处长。


学习工作经历 


教育经历:

2007/09-2013/06,BWIN必赢,计算数学,博士,导师:黄云清教授、李继春教授

2003/09-2007/06,BWIN必赢,信息与计算科学,学士


工作经历:

2020/01-至今          BWIN必赢,BWIN必赢,教授

2016/01-2019/12        BWIN必赢,BWIN必赢,副教授

2013/07-2015/12        BWIN必赢,BWIN必赢,讲师

2016/01-2016/06        浙江大学,数学科学学院,访问学者

2014/09/01-2014/12/31   澳门大学,数学系,访问学者

2014/01/13-2014/01/24   新加坡南洋理工大学,数学系,访问学者


 

主讲课程 


数学建模、泛函分析、高等代数、线性代数、电磁场问题的有限元方法

 

研究方向 


主要从事偏微分方程数值解及其应用的研究,主要包括

1.电磁场问题的有限元方法

2.超材料介质中Maxwell方程的数值方法

3.电磁波隐身与变换光学材料的设计

4.自适应有限元、超收敛与后验误差估计

5.薛定谔方程的守恒性数值方法

6.LL方程的自适应有限元方法 


招生类别、专业及方向


博士后:数学一级学科

博士研究生:数学一级学科,微分方程数值方法及应用、电磁超材料计算、大数据与深度学习、有限元超收敛理论及自适应算法

学术型硕士研究生:数学一级学科,偏微分方程数值解,电磁超材料计算、有限元方法及理论、大数据与深度学习

专业学位硕士研究生:应用统计


  

获奖或荣誉 


1.湖南省老员工数学建模竞赛优秀指导教师,湖南省教育厅,2022.12;

2.全国老员工数学建模竞赛湖南赛区一等奖,湖南省教育厅、中国工业与应用数学学会,2022;

3.湖南省“芙蓉学者奖励计划”青年学者,湖南省教育厅,2022年;

4.湖南省优秀硕士学位论文,湖南省学位委员会、省教育厅,2021(指导老师);

5.全国老员工数学建模竞赛湖南赛区三等奖(3项),湖南省教育厅、中国工业与应用数学学会,2021;

6.全国老员工数学建模竞赛湖南赛区二等奖(1项),湖南省教育厅、中国工业与应用数学学会,2021;

7.BWIN必赢优秀共产党员称号,2021年;

8.全国老员工数学建模竞赛湖南赛区二等奖,湖南省教育厅、中国工业与应用数学学会,2020;

9.美国数学建模竞赛二等奖,美国数学及其应用联合会,2020;

10.BWIN必赢优秀硕士学位论文,BWIN必赢,2020(指导老师);

11.湖南省普通高校青年骨干教师培养对象,湖南省教育厅,2019

12.2018-2019年度优秀班主任,2019;

13.首届湖南省“优秀硕士研究生导师团队”,骨干成员,湖南学位与研究生教育学会,2019年;

14.湖南省普通高校“先锋工程”“双带头人”标兵,中共湖南省委教育工作委员会,2019年;

15.BWIN必赢第二十四届研究生董事长奖特等奖,BWIN必赢,2019年(指导老师);

16.第五届BWIN必赢“互联网+”老员工创新创业大赛优胜奖,2019年(指导老师);

17.BWIN必赢2018年教师课堂教学竞赛三等奖,BWIN必赢,2018年;

18.BWIN必赢第二十三届研究生董事长奖优秀奖,BWIN必赢,2018年(指导老师);

19.BWIN必赢优秀共产党员称号,2018年;

20.BWIN必赢韶峰学者特聘岗位“学术骨干”,2017年;

21.第三届中国工业与应用数学学会优秀青年学者奖,中国工业与应用数学学会,2016年;

22.湖南省优秀博士学位论文,湖南省教育厅,2015年;

23.第九届东亚工业和应用数学学会优秀员工论文奖,东亚工业和应用数学学会,2013年;



科研项目


主持的科研项目:

1.湖南省杰出青年基金项目:超材料中波传播问题的数学建模与有限元方法,项目批准号:2022JJ10043;

2.国家自然科学基金面上项目:超材料中功能性器件的自适应有限元方法及应用,2022.01-2025.12,项目批准号:12171411;

3.国家自然科学基金面上项目:电磁超材料中非线性效应的数学建模与有限元方法,2018.01-2021.12,项目批准号:11771371;

4.湖南省教育厅重点项目:信息开放式电磁隐身装置的时域模型与有限元方法,2018.09-2021.12,项目批准号:18A056;

5.湖南省自然科学基金项目:变换光学介质中的自适应有限元方法,2017.01-2019.12,项目批准号:2017JJ3304;

6.湖南省优秀博士学位论文获奖作者资助项目:新型超材料与石墨烯的有限元方法,2015.09-2017.12;

7.国家自然科学基金青年项目:超材料介质中电磁波隐身问题的有限元方法,2015.01-2017.12,项目批准号:11401506;

8.湖南省教育厅优秀青年项目:变换光学材料的数值模拟与设计,2015.09--2018.12;

9.湖南省博士研究生创新项目:超常材料中Maxwell方程的有限元方法研究,2011-2012;


主持的教改项目:

1.BWIN必赢第九批教学改革研究:信息与计算科学专业创新性人才的目标化培养教学改革与实践研究,2016-2019;

2.湖南省普通高等学校教学改革研究项目:信息与计算科学专业人才的创新性培养教学改革研究,2016-2019;


参与的科研项目:

1.国家自然科学基金面上项目:非线性时间分数阶方程的长时间稳定的数值方法,2019.01-2022.12;

2.国家自然科学基金重大研究计划:磁流体波传播问题的建模与计算,2017.01--2019.12,180万,排名第五,91630205;

3.国家自然科学基金重大研究计划:相场数学模型及相关数学问题高精度数值方法,2015.01--2018.12;

4.湖南省军民融合产业发展专项资金项目:电磁隐身材料的数值模拟 ,2013.01--2016.12,100万;(已结题);

6.国家自科基金青年项目:新的重构技术及网格质量对超收敛的影响研究(项目编号:11201397),2013-2015,22万;

7.国家自科基金青年项目:非线性volterra型积分微分方程的高精度谱方法(项目编号:11301446),2014-2016,22万;

8.教育部博士点基金新教师类:移动界面问题中的自适应界面拟合网格快速生成及有限元算法研究,(项目编号:20134301120003),2014-2016;

9.省自然科学基金青年项目:有限元梯度重构方法及超收敛,(项目编号:12JJ4004),2012-2014,3万;

10.省教育厅青年项目:高精度有限元重构技术与守恒DDG方法,(项目编号:12B127),2012-2015,5万;


指导的老员工创新项目:

1.国家级老员工创新创业训练计划项目:基于GIS城市生活垃圾管理系统,2019-2021;

2.校级老员工创新创业训练计划项目:复杂介质中电磁波的有限元模拟,2016-2018;

 

发表论文

 


[1]Hao Wang, Wei Yang*, Yunqing Huang, Adaptive finite element method for two-dimensional time-harmonic magnetic induction intensity equations, Journal of Computational and Applied Mathematics,Vol. 412, 114319, 2022.10.

[2]Yunqing Huang*, Jichun?Li*?and Wei Yang*, Developing and analyzing a finite element method for simulating wave propagation in graphene-based absorber, Computers & Mathematics with Applications, Vol.122, pp.76-92, 2022.09.15.

[3]Li, Jichun*, Shu, Chi Wang, Wei Yang, Development and analysis of two new finite element schemes for a time-domain carpet cloak model, Advances in Computational Mathematics,Vol. 48 (3), 1-30, 2022.06.

[4]Wei Yang*, Tiancheng Wang, Isotropic Cloak Materials Design Based on the Numerical Optimization Method of the Inverse Medium Problem, Advances in Applied Mathematics and Mechanics,?Vol.14,No.2, pp.442-468, 2022.04.

[5]Hao Wang, Wei Yang, Bin He, Hongyu Liu*, Design and finite element simulation of information-open cloaking devices, Journal of Computational Physics, Vol.426, 109944, 2021.02

[6]Lei Yang*, Fuhao Liu and Wei Yang, FETD Study of the Wave Propagation in Chiral Metamaterials, Advances in Applied Mathematics and Mechanics, Vol. 13, No. 1, pp. 191-202, 2021.02

[7]Hongyu Liu*, Chun-Hsiang Tsou and Wei Yang, On Calderón’s inverse inclusion problem with smooth shapes by a single partial boundary measurement, Inverse Problems,?Vol. 37,?No. 5, 055005 (18pp), 2021.04

[8]Bin He, Wei Yang* and Hao Wang, Convergence analysis of adaptive edge finite element method for variable coefficient time-harmonic Maxwell’s equations, Journal of Computational and Applied Mathematics, Vol. 376, pp.112860, 2020.10

[9]Hao Wang* and Wei Yang* andYunqing Huang*, An adaptive edge finite element method for the Maxwell's equations in metamaterials, Electronic Research Archive,Vol.28(2), pp.961-976, 2020.06

[10]Wei Yang, Jichun Li* and Yunqing Huang, Time-domain finite element method and analysis for modeling of surface plasmon polaritons, Computer Methods in Applied Mechanics and Engineering, Vol. 372, pp.113349, 2020

[11]Hao Wang, Wei Yang*, Yunqing Huang, Adaptive finite element method for the sound wave problems in two kinds of media, Computers and Mathematics with Applications,Vol.79, pp.789-801, 2020

[12]He Bin, Wei Yang* and Fuhao Liu, The material parameter design and finite element simulation of the quadrilateral thermal cloak device, Applied Mathematics Letters, Vol.94, pp. 99-104,?2019.08

[13]Yunqing Huang,?Wei Yang, Hao Wang and Jintao Cui*, Adaptive operator splitting finite element method for Allen-Cahn equation, Numerical Methods for Partial Differential Equations,Vol.35, pp.1290-1300, 2019.01.

[14]Wei Yang*, Lele Liu and Yunqing Huang, The FDTD simulation for the performance of dispersive cloak devices, Applied Mathematics Letters,Vol. 88, pp.171-178,?2019.02

[15]Wei Yang, Jichun Li*, Yunqing Huang and Bin He, Developing finite element methods for simulating transformation optics devices with metamaterials, Communications in Computational Physics, Vol.25(1), pp.135-154, 2019.01.

[16]Wei Yang*, Luling Cao, Yunqing Huang and Jintao Cui, A new a posteriori error estimate for the interior penalty discontinuous Galerkin method, International Journal of Numerical Analysis and Modeling, Vol.16(2), pp.210-224, 2019.

[17]Wei Yang*, Jichun Li* and Yunqing Huang*, Mathematical analysis and finite element time domain simulations of arbitrary star-shaped ectromagnetic cloaks, SIAM Journal on Numerical Analysis, 56(1), pp.136-159, 2018 .

[18]Liang Liu,?Lixin Ge,?Peng Hu,?Hong Xiang,?Wei Yang,?Qihou Liu?and?Dezhuan Han*, Toroidal dipolar response in plasmonic nanoparticle clusters, Journal of Physics D: Applied Physics, Vol.51(3), ) 035106 (6pp), 2018.01.(非第一单位论文)

[19]杨伟、刘乐乐,不同方向入射波的电磁隐身仿真,数值计算与计算机应用,Vol.39(4),pp.274-287, 2018年12月。

[20]Wei Yang, Dongling Wang and Lei Yang, A stable numerical method for space fractional Landau-Lifshitz equations, Applied Mathematics Letters, Vol.61, pp.149-155, 2016.11.

[21]Yunqing Huang, Jichun Li and Wei Yang, Theoretical and numerical analysis of a non-local dispersion model for light interaction with metallic nanostructures, Computers and Mathematics with Applications, Vol.72(4), pp.921-932, 2016.08.

[22]Wei Yang, Jichun Li and Yunqing Huang, Modeling and analysis of the optical black hole in metamaterials by the finite element time-domain method, Computer Methods in Applied Mechanics and Engineering , Vol.304, pp.501-520, 2016.06.

[23]Wei Yang, Yunqing Huang and Jichun Li, Developing a time-domain finite element method for the Lorentz metamaterial model and applications, Journal of Scientific Computing,Vol.68(2), pp.438-463,2016.08.

[24]Jichun Li, Yunqing Huang and Wei Yang, Mathmatical analysis and finite element simulation of a magnetized ferrite model, Journal of Computational and Applied Mathematics, Vol.292, pp.279-291, 2016.01.

[25]Jichun Li, Yunqing Huang and Wei Yang, Well-posedness study and finite element simulation of time-domain cylindrical and elliptical cloaks, Mathematics of Computation,Vol.84(292), pp.543-562, 2015.03.

[26]Yunqing Huang, Jichun Li, Chao Wu and Wei Yang, Superconvergence analysis for linear tetrahedral edge elements, Journal of Scientific Computing, Vol.62(1), pp.122-145, 2015.01.

[27]Dongling Wang, Aiguo Xiao and Wei Yang, Maximum-norm error analysis of a difference scheme for the space fractional CNLS, Applied Mathematics and Computation, Vol.257, pp.241-251, 2015.04.

[28]Yin Yang, Yanping Chen, Yunqing Huang and Wei Yang, Convergence analysis of Legendre collocation methods for nonlinear volterra type integro-equations, Advances in Applied Mathematics and Mechanics, Vol.74(1), pp.74-88, 2015.02.

[29]Jichun Li, Yunqing Huang, Wei Yang and Aihua Wood, Mathematical analysis and time domain finite element simulation of carpet cloak, SIAM Journal on Applied Mathematics, Vol.74(4), pp.1136-1151, 2014.

[30]Yunqing Huang, Wei Yang and Nianyu Yi, Superconvergence analysis for the explicit polynomial recovery method, Journal of Computational and Applied Mathematics, Vol.265, pp.187-198, 2014.08.

[31]Yunqing Huang, Jichun Li and Wei Yang, Mathematical analysis of a PML model obtained with stretched coordinates and its application to backward wave propagation in metamaterials, Numerical Methods for Partial Differential Equations, Vol.30(5), pp.1558-1574, 2014.09.

[32]Dongling Wang, Aaiguo Xiao and Wei Yang, A linearly implicit conservative difference scheme for the space fractional coupled nonlinear Schr?dinger equations, Journal of Computational Physics,Vol.272, pp.644-655, 2014.09.

[33]Yunqing Huang, Jichun Li and Wei Yang, Modeling backward wave propagation in metamaterials by the finite element time domain method, SIAM Journal on Scientific Computing, Vol.35(1), pp.B248-B274, 2013.

[34]Jichun Li, Yunqing Huang and Wei Yang, An adaptive edge finite element method for electromagnetic cloaking simulation, Journal of Computational Physics, Vol.249, pp.216-232, 2013.09.

[35]Dongling Wang, Aiguo Xiao and Wei Yang, Crank-Nicolson Difference Scheme for Space Fractional Coupled Nonlinear Schr?dinger Equations, Journal of Computational Physics, Vol.242, pp.670-681, 2013.06.

[36]Jichun Li, Yunqing Huang and Wei Yang, Numerical Study of the Plasma-Lorentz Model in Metamaterials, Journal of Scientific Computing, Vol.54(1), pp.121-144, 2013.01.

[37]Jichun Li, Yunqing Huang and Wei Yang, Developing a time-domain finite-element method for modeling of electromagnetic cylindrical cloaks, Journal of Computational Physics, Vol.231(7), pp.2880-2891, 2012.04.

[38]Yunqing Huang, Jichun Li and Wei Yang, Solving metamaterial Maxwell’s equations via a vector wave integro-differential equation, Computers and Mathematics with Applications, Vol.63(12), pp.1597-1606, 2012.06.

[39]Yunqing Huang, Jichun Li and Wei Yang, Interior penalty DG methods for Maxwell’s equations in dispersive media, Journal of Computational Physics, Vol.230(12), pp.4559-4570, 2011.06.

[40]Yunqing Huang, Jichun Li, Wei Yang and Shuyu Sun, Superconvergence of mixed finite element approximations to 3-D Maxwell’s equations in metamaterials, Journal of Computational Physics, Vol.230(22), pp.8275-8289, 2011.09.

[41]Yunqing Huang, Wei Yang and Nianyu Yi, A Posteriori Error Estimates Based on the Explicit Polynomial Recovery, Natural Science Journal of Xiangtan University, Vol.33(3), pp.1-12, 2011.09.

[42]Yunqing Huang, Huayi Wei and Wei Yang, Nianyu Yi, A New a Posteriori Error Estimate for Adaptive Finite Element Methods, Domain Decomposition Methods in Science and Engineering XIX(Part of the?Lecture Notes in Computational Science and Engineering?book series (LNCSE, volume 78)),?pp 63-74, 2011. (EI)