何宜谦

个人信息Personal Information

教授

博士生导师

硕士生导师

性别:男

毕业院校:大连理工大学

学位:博士

在职信息:在职

所在单位:工程力学系

学科:计算力学. 工程力学. 固体力学

办公地点:工程力学系-410

联系方式:0411-84706172

电子邮箱:heyiqian@dlut.edu.cn

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个人简介Personal Profile

何宜谦(Email: heyiqian@dlut.edu.cn),博士,教授,博士生导师。


学习经历

2006.09-2011.04,大连理工大学,计算力学专业,博士,导师:杨海天教授 

2009.09-2011.04,英国杜伦大学,计算力学专业,国家公派联合培养博士,导师:Prof. Andrew J. Deeks 

2002.09-2006.07,北京理工大学,武器系统与发射工程,学士


工作经历

2020.12-至今,      大连理工大学,工程力学系,教授

2014.12-2020.12,大连理工大学,工程力学系,副教授

2011.05-2013.07,大连理工大学,土木工程学院,师资博士后

2011.05-2014.12,大连理工大学,工程力学系,讲师


国外访学

2020.01-2020.02,澳大利亚新南威尔士大学,访问学者

2019.09,法国圣艾蒂安矿业学院,访问学者

2018.11,法国圣艾蒂安矿业学院,访问学者

2018.11,德国波鸿大学,访问学者

2018.02-2018.07,法国圣艾蒂安矿业学院,医学工程研究中心,访问教授(NSFC-ERC"中欧人才项目")

2017.12,德国波鸿大学,访问学者

2017.09,澳大利亚新南威尔士大学,访问学者

2017.03-2017.04,法国圣艾蒂安矿业学院,访问学者

2014.01-2014.04,澳大利亚新南威尔士大学,访问学者

2013.01-2013.04,英国杜伦大学,访问学者

2006.02-2006.06,俄罗斯萨马拉航空航天大学,本科交换生


研究兴趣

比例边界有限元方法

生物软组织损伤本构模型与数值模拟

反问题与不确定性分析

柔性气囊折叠展开动力学

发射系统动力学


主持项目

[1] 国家自然科学基金面上项目,基于四/八叉树-比例边界元方法的动脉血管组织区间损伤正/反问题数值求解研究,何宜谦、Chongmin Song、Stephane Avril、杨海天等,2021-2024

[2] 国家自然科学基金面上项目,求解移动边界问题自适应四叉树-比例边界有限元方法, 何宜谦、Chongmin Song等,2016-2019

[3] 国家自然科学基金委-欧盟委员会“中欧人才项目”,面向个体化治疗的主动脉瘤生长与破裂的数值模拟与预测,何宜谦、Stephane Avril,2017-2019

[4] 国家自然科学基金青年项目、求解粘弹性问题的时域自适应比例边界方法,何宜谦、Andrew Deeks等,2013-2015

[5] 辽宁省自然科学基金面上项目,基于多尺度图像自动分析方法的血管组织损伤预测,2020-2021

[6] 辽宁省自然科学基金面上项目,面向全自动自适应分析的计算力学方法及其应用研究,2015-2017

[7] 生物流变科学与技术教育部重点实验室开放基金,动脉血管组织新型损伤本构模型,2020-2022

[8] 北京理工大学委托项目,发射箱开启过程弹盖冲击仿真,2021

[9] 航天科工二院委托项目,充气展开仿真,2020

[10] 航天科工二院委托项目,空间舱体折叠展开数值仿真分析,2019

[11] 航天科工二院委托项目,空间气囊仿真分析,2019

[12] 航天科工二院委托项目,气囊充气与返回过程的数值仿真与优化设计

[13] 中国兵器641厂委托项目,惯性机构动力学仿真对比分析,2016


期刊论文 (Peer-review journal papers)

[41]  Yang Yu, Yiqian He, Haitian Yang. An adaptive recursive SBFE algorithm for the dynamic analysis of viscoelastic problems. Engineering Analysis with Boundary Elements. Accepted. 2021

[40] Chongshuai Wang, Yiqian He, Haitian Yang. Recursive adaptive scale boundary finite element method for the forward and inverse interval viscoelastic analysis. Engineering Analysis with Boundary Elements. Accepted. 2021

[39] 薛齐文, 王霄腾, 何宜谦*(通讯作者), 郭敏, 刘旭东, 鄂志佳. 不同折叠形式的柱状气囊展开过程数值模拟. 航空工程进展. 已接收. 2021. 

[38] Di Zuo, Stephane Avril, Chunjiang Ran, Haitian Yang, S. Jamaleddin Mousavi, Klaus Hackl, Yiqian He*(通讯作者). Sensitivity analysis of non-local damage in soft biological tissues.  International Journal for Numerical Methods in Biomedical Engineering. 37:e3427, 2021.

[37] Ruifei Peng, Yiqian He, Haitian Yang. An efficient numerical method to solve inverse fuzzy-uncertain viscoelastic problems of identification. Inverse Problems in Science & Engineering. Online, 2020.

[36] Yiqian He, Jin Guo, Haitian Yang. Numerical prediction of effective viscoelastic property for heterogeneous materials based on a temporally piecewise adaptive quadtree SBFEM. Finite Elements in Analysis & Design. 177, 103426, 2020.

[35] Di Zuo, Stephane Avril, Haitian Yang, Klaus Hackl, S Jamaleddin Mousavi, Yiqian He*, 3D numerical simulation of soft tissue wound healing using constrained-mixture anisotropic hyperelasticity and gradient-enhanced damage mechanics. Journal of the Royal Society Interface, 2020, 17: 20190708. 

[34] 何宜谦,王霄腾,祝雪峰,杨海天*, 薛齐文. 求解粘弹性问题的时域自适应等几何比例边界有限元法. 工程力学. 37(2), 23-33. 2020

[33] B.H Nguyen, S.S. Nanthakumar, Y.Q. He, H.D. Tran, K. Hackl, X. Zhuang. Forward and inverse problems in piezoelectricity using isogeometric symmetric Galerkin boundary element method and level set method. Engineering Analysis with Boundary Elements. 113, 118-132, 2020.

[32] Yongtao Lu, Yiqian He (Co-first author), Weiteng Li, Ruifei Peng, Li Yu*. Biomechanical comparison of five different treatment approaches for fixing the posterior pelvic ring injury: a finite element analysis. Journal of Healthcare Engineering. 5379593, 2020.

[31] Yiqian He, Di Zuo, Klaus Hackl, Haitian Yang, S Jamaleddin Mousavi, Stephane Avril*. Gradient-enhanced continuum models of healing in damaged soft tissues. Biomechanics and Modeling in Mechanobiology 2019, Volume 18, Issue 5, pp 1443–1460. 

[30] Yiqian He, Xingcong Dong, Haitian Yang. A new adaptive algorithm for phase change heat transfer problems based on quadtree SBFEM and smoothed effective heat capacity method. Numerical Heat Transfer, Part B: Fundamentals 75:2, 111-126. 2019. 

[29] Yiqian He, Jie Guo, Haitian Yang. Image-based numerical prediction for effective thermal conductivity of heterogeneous materials: A quadtree based scaled boundary finite element method. International Journal of Heat and Mass Transfer. Volume 128, January 2019, Pages 335-343. 

[28] Yongtao Lu, Di Zuo, Junyan Li, Yiqian He* (通讯作者). Stochastic analysis of a heterogeneous micro-finite element model of a mouse tibia. Medical Engineering & Physics. Volume 63, January 2019, Pages 50-56.

[27] Chongshuai Wang, Yiqian He, Haitian Yang. A SBFEM and sensitivity analysis based algorithm for solving inverse viscoelastic problems. Engineering Analysis with Boundary Elements. 106:588-598. 2019. 

[26] Chongshuai Wang, Yiqian He, Haitian Yang. Modelling the Third Kind Boundary Condition in Scaled Boundary Finite Element Method Based Numerical Analysis. Engineering Analysis with Boundary Elements. 93: 53–62, 2018

[25] Qiwen Xue, Jing Wang, Yiqian He*(通讯作者), Hatian Yang, Xiuyun Du. A temporally piecewise adaptive scaled boundary finite element method for solving the fuzzy uncertain viscoelastic problems. Acta Mechanica Solida Sinica. August 2018, Volume 31, Issue 4, pp 459–469 1.149 

[24] Yiqian He, Haitian Yang. Solving viscoelastic problems by combining SBFEM and a temporally piecewise adaptive algorithm. Mechanics of Time-Dependent Materials. 21(3): 481–497, 2017 

[23] Yiqian He, Yongtao Lu, Baosheng Yin, Li Yu. Numerical Investigation on the Biomechanical Performance of Laparoscopic-Assisted Plate Used for Fixing Pelvic Anterior Ring Fracture. Journal of Healthcare Engineering 2017(5):1-7

[22] Chongshuai Wang, Yiqian He, Haitian Yang. A piecewise partitioning Scaled Boundary Finite Element algorithm to solve viscoelastic problems with cyclic symmetry. Engineering Analysis with Boundary Elements. 73:120-125, 2016.

[21] Haitian Yang, Zhi Han, Yiqian He. Numerical analysis of static and dynamic stabilities of viscoelastic columns. Mathematical Methods in the Applied Sciences, 39(14): 3932-3946, 2016. 

[20] Huang, Ming-liang,Zhao, Ning,Liu, Shuang, He, Yiqian. Drop failure modes of Sn-3.0Ag-0.5Cu solder joints in wafer level chip scale package,Transactions of Nonferrous Metals Society of China, 26(6):1663~1669, 2016.

[19] Xiaofeng Guo, Yiqian He, Haitian Yang. An EFG-SBM based partitioning algorithm for two-dimensional elastic analysis of cyclically symmetrical structures. Engineering Computations. 32(2): 452 – 472, 2015. 

[18] Haitian Yang, Xiaofeng Guo, Yiqian He. An EFG-SBM based partitioning algorithm for heat transfer analysis of cyclically symmetrical structures. Finite Elements in Analysis and Design, 93:42-49, 2015.

[17] Tao Zhang, Yiqian He, Leiting Dong, Shu Li, Abdullah Alotaibi, Satya N. Atluri. Meshless Local Petrov-Galerkin Mixed Collocation Method for Solving Cauchy Inverse Problems of Steady-State Heat Transfer. CMES: Computer Modeling in Engineering & Sciences, 97(6): 509-533, 2014.

[16] Yiqian He, Haitian Yang, Andrew J. Deeks. On the use of cyclic symmetry in SBFEM for heat transfer problems. International Journal of Heat and Mass Transfer, 71:98-105, 2014.

[15] Yiqian He, Haitian Yang, Andrew J. Deeks. Use of Fourier shape functions in the scald boundary method. Engineering Analysis with Boundary Elements, 41:152-159, 2014.

[14] Yiqian He, Haitian Yang, Andrew J. Deeks. A node-based error estimator for the element-free Galerkin (EFG) method. International Journal of Computational Methods, 11(4), 1350059, 2014.

[13] Zhao Xiao, Yang Haitian, He Yiqian. Identification of constitutive parameters for fractional viscoelasticity. Communications in Nonlinear Science and Numerical Simulation. 19(1): 311-322, 2014.

[12] Yiqian He, Haitian Yang, Min Xu, Andrew J. Deeks. A scaled boundary finite element method for cyclically symmetric two-dimensional elastic analysis. Computers & Structures, 120:1-8. 2013.

[11] Yiqian He, Haitian Yang, Andrew J. Deeks. An Element-free Galerkin scaled boundary method for steady-state heat transfer problems, Numerical Heat Transfer, Part B: Fundamentals, 64(3): 199-217, 2013.

[10] Yiqian He, Haitian Yang, Andrew J. Deeks. An Element-free Galerkin (EFG) scaled boundary method. Finite Elements in Analysis and Design, 62:28-36. 2012

[9] Yiqian He, Haitian Yang, Andrew J. Deeks. Determination of coefficients of crack tip asymptotic fields by an Element-free Galerkin scaled boundary method. Fatigue and Fracture of Engineering Materials and Structure, 35(8):693-808. 2012.

[8] 何宜谦,杨海天. 基于Sigmoid函数光滑化的等效热容和有限元法求解相变传热问题. 应用基础与工程科学学报学报.19(5):817-829, 2011. 

[7] 杨海天, 张晓月, 何宜谦. 基于敏度分析的拉压不同模量桁架问题的数值分析. 计算力学学报. 28(2): 237-242. 2011

[6] 杨海天, 张晓月, 赵潇, 何宜谦.  蚁群算法求解双弹性模量桁架结构反问题.工程力学. 27(10): 155-161. 2011. 

[5] Haitian Yang, Yiqian He. Solving heat transfer problems with phase change via smoothed effective heat capacity and element-free Galerkin methods. International Communications in Heat and Mass Transfer, 37(4): 385-392. 2010 

[4] Yiqian He, Haitian Yang. Solving inverse couple-stress problems via an element-free Galerkin (EFG) method and Gauss-Newton algorithm. Finite Elements in Analysis and Design, 46(3): 257-264. 2010

[3] 杨海天, 张晓月, 何宜谦. 两级敏度分析求解双弹性模量桁架结构反问题. 固体力学. 31(2): 198-204, 2010. 

[2] 何宜谦, 杨海天, 陈国胜. 无网格伽辽金法求解平面偶应力问题. 计算力学学报. 27(4):590-595,2010.

[1] Yiqian He, Haitian Yang. Identification of boundary geometric configurations in heat transfer problem via element-free Galerkin and level set methods. Numerical Heat Transfer, Part B: Fundamentals, 55: 313-323. 2009.




  • 教育经历Education Background
  • 工作经历Work Experience
    2011.5 至今
    • 大连理工大学
    • 高校教师
  • 研究方向Research Focus
  • 社会兼职Social Affiliations
  • 反问题
  • 生物软组织损伤力学
  • 比例边界有限元方法