何涛

发布单位:人员机构编辑:发布日期:2019/09/23浏览量:2339

基本信息

姓名:何涛
性别:

学位职称:博士,副研究员,硕士生导师

系地址:上海市海思路100
邮政编码:
201418
办公电话:
021-57124068
电子信箱:
taohe@shnu.edu.cn


研究兴趣

流固耦合有限元方法计算流体力学

教育背景

2014.07-2018.06,英国伯明翰大学/土木工程/哲学博士
2008.09-2013.12
上海交通大学
/结构工程/工学博士
2004.09-2006.12
华中科技大学
/结构工程/工学硕士
2000.09-2004.06
武汉科技大学
/土木工程/工学学士

工作经历

2016.09至今,上海师范大学/建筑工程学院/研究员(破格晋升
2017.08-2018.07
爱丁堡龙比亚大学
/工程与建筑环境学院/访问学者
2014.12-2016.08
上海师范大学
/建筑工程学院/
2007.04-2008.06
中国地震局
/地震研究所/理工程师

主持科研项目

[04]  上海市自然科学基金面上项目:基于特征线分裂的流固耦合分区半隐式算法研究及应用(19ZR14372002019.07-2022.06
[03]  
国家自然科学基金青年项目:风敏感结构流固耦合计算新方法与风致振动机理研究(
515083322016.01-2018.12
[02]  
上海高校青年教师培养资助计划:基于
ALE–CBS有限元技术的流固耦合分区算法研究2016.09-2018.08
[01]  
中国地震局地震研究所所长基金:竖向地震动对高耸结构的性能影响研究(
IS2007560492007-2008

荣誉与奖励

Editors PickPhysics of Fluids2020
Managing-Editor-Featured Paper
International Journal of Applied Mechanics2015
伯明翰大学
PGTA博士奖学金,2014
博士研究生国家奖学金,
2013
首届全国空间结构博士生学术论坛优秀论文奖,
2012
赵朱木兰奖学金,
2012
上海交通大学第四期博士生论坛优秀报告奖,
2011
光华奖学金,
2010

教学工作

研究生课程:《变分原理与有限元方法》、《计算结构力学》、《学术规范与论文指导》、《专业外语》
本科生课程:《工程数学》、《力学与生活》、《
Engineering Survey》(外教课)
土木工程专业前沿技术讲座:《工程中的流固耦合作用——现象、原理与数值模拟》

夜大课程:《特种结构》

代表性论文

[27]  He T. Stabilization of a smoothed finite element semi-implicit coupling scheme for viscoelastic fluid-structure interaction. Journal of Non-Newtonian Fluid Mechanics 2021; accepted.
[26]  He T. A cell-based smoothed finite element framework for strongly coupled non-Newtonian fluid-structure interaction. Journal of Engineering Mechanics-ASCE 2021; doi: 10.1061/(ASCE)EM.1943-7889.0001968, in press.
[25]  He T.Extending the cell-based smoothed finite element method into strongly coupled fluid-thermal-structure interaction. International Journal for Numerical Methods in Fluids 2021; 93(4): 1269-1291.

[24]  He T. Cell-based smoothed finite element method for simulating vortex-induced vibration of multiple bluff bodies. Journal of Fluids and Structures 2020; 98: 103140.

[23]  He T. An efficient selective cell-based smoothed finite element approach to fluid-structure interaction. Physics of Fluids 2020; 32(6): 067102. (Editor's Pick)

[22]  He T. A truly mesh-distortion-enabled implementation of cell-based smoothed finite element method for incompressible fluid flows with fixed and moving boundaries. International Journal for Numerical Methods in Engineering 2020; 121(14): 3227-3248.
[21]  
He T. A strongly-coupled cell-based smoothed finite element solver for unsteady viscoelastic fluid-structure interaction. Computers and Structures 2020; 235: 106264.
[20]  
He T. A cell-based smoothed CBS finite element formulation for computing the Oldroyd-B fluid flow. Journal of Non-Newtonian Fluid Mechanics 2019; 272: 104162.
[19]  
He T. The cell-based smoothed finite element method for viscoelastic fluid flows using fractional-step schemes. Computers and Structures 2019; 222: 133-147.
[18]  
He T, Wang T*. A three-field smoothed formulation for partitioned fluid-structure interaction via nonlinear block-Gauss-Seidel procedure. Numerical Heat Transfer, Part B: Fundamentals 2019; 75(3): 198-216.
[17]  
He T. Insight into the cell-based smoothed finite element method for convection-dominated flows. Computers and Structures 2019; 212: 215-224.
[16]  
He T*, Zhang HX, Zhang K. A smoothed finite element approach for computational fluid dynamics: applications to incompressible flows and fluid-structure interaction. Computational Mechanics 2018; 62(5): 1037-1057.
[15]  
He T. A three-field smoothed formulation for prediction of large-displacement fluid-structure interaction problems via the Explicit Relaxed Interface Coupling (ERIC) scheme. Communications in Computational Physics 2018; 24(3): 742-763.
[14]  
He T*, Yang J, Baniotopoulos C. Improving the CBS-based partitioned semi-implicit coupling algorithm for fluid-structure interaction. International Journal for Numerical Methods in Fluids 2018; 87(9): 463-486.
[13]  
He T. Towards straightforward use of cell-based smoothed finite element method in fluid-structure interaction. Ocean Engineering 2018; 157: 350-363.
[12]  
He T*, Wang T, Zhang HX. The use of artificial compressibility to improve partitioned semi-implicit FSI coupling within the classical Chorin-Témam projection framework. Computers and Fluids 2018; 166: 64-77.
[11]  
He T*, Zhang K. An overview of the combined interface boundary condition method for fluid-structure interaction. Archives of Computational Methods in Engineering 2017; 24(4): 891-934.
[10]  
He T*, Zhang K, Wang T. AC-CBS-based partitioned semi-implicit coupling algorithm for fluid-structure interaction using stabilized second-order pressure scheme. Communications in Computational Physics 2017; 21(5): 1449-1474.
[09]  Wang T,
He T*, Li HJ. Effects of deformation of elastic constraints on free vibration characteristics of cantilever Bernoulli-Euler beams. Structural Engineering and Mechanics 2016; 59(6): 1139-1153.
[08]  
He T. A CBS-based partitioned semi-implicit coupling scheme for fluid-structure interaction using MCIBC method. Computer Methods in Applied Mechanics and Engineering 2016; 298: 252-278.
[07]  
He T*, Zhang K. Combined interface boundary condition method for fluid-structure interaction: Some improvements and extensions. Ocean Engineering 2015; 109: 243-255.
[06]  
He T. Semi-implicit coupling of CS-FEM and FEM for the interaction between a geometrically nonlinear solid and an incompressible fluid. International Journal of Computational Methods 2015; 12(5): 1550025.
[05]  
He T. On a partitioned strong coupling algorithm for modeling fluid-structure interaction. International Journal of Applied Mechanics 2015; 7(2): 1550021. (Managing-Editor-Featured Paper)
[04]  
He T. Partitioned coupling strategies for fluid-structure interaction with large displacement: Explicit, implicit and semi-implicit schemes. Wind and Structures 2015; 20(3): 423-448.
[03]  
He T. A partitioned implicit coupling strategy for incompressible flow past an oscillating cylinder. International Journal of Computational Methods 2015; 12(2): 1550012.
[02]  
He T, Zhou D*, Han ZL, Tu JH, Ma J. Partitioned subiterative coupling schemes for aeroelasticity using combined interface boundary condition method. International Journal of Computational Fluid Dynamics 2014; 28(6-10): 272-300.
[01]  
He T, Zhou D*, Bao Y. Combined interface boundary condition method for fluid-rigid body interaction. Computer Methods in Applied Mechanics and Engineering 2012; 223-224: 81-102.

学术服务

受邀为以下SCI期刊审稿人: 
Journal of Fluid Mechanics
Computer Methods in Applied Mechanics and Engineering
International Journal for Numerical Methods in Engineering
Physics of Fluids
Journal of Fluids and Structures
Computers and Fluids
International Journal for Numerical Methods in Fluids
Ocean Engineering
International Journal of Heat and Fluid Flow
Applied Mathematics and Computation
International Journal of Mechanical Sciences
Acta Mechanica
Engineering Computations
Engineering Analysis with Boundary Elements
Computers and Mathematics with Applications
Communications in Computational Physics
Computer Modeling in Engineering & Sciences
Structural Engineering and Mechanics
Wind and Structures
International Journal of Applied Mechanics
Earthquakes and Structures
Chinese Journal of Aeronautics
Scientia Iranica
受邀为以下国际会议审稿人: 
[1]  Proceedings of the 7th International and 45th National Conference on Fluid Mechanics and Fluid Power (FMFP), IIT Bombay, India, 2018
[2]  Proceedings of the ASME 2016 35th International Conference on Ocean, Offshore and Arctic Engineering (OMAE 2016), Busan, Korea, 2016