关注
Yiqian He
Yiqian He
Professor, Department of Engineering Mechanics, Dalian University of Technology
在 dlut.edu.cn 的电子邮件经过验证
标题
引用次数
引用次数
年份
Solving heat transfer problems with phase change via smoothed effective heat capacity and element-free Galerkin methods
H Yang, Y He
International Communications in Heat and Mass Transfer 37 (4), 385-392, 2010
1152010
Identification of constitutive parameters for fractional viscoelasticity
Z Xiao, Y Haitian, H Yiqian
Communications in Nonlinear Science and Numerical Simulation 19 (1), 311-322, 2014
402014
An element-free Galerkin scaled boundary method for steady-state heat transfer problems
Y He, H Yang, AJ Deeks
Numerical Heat Transfer, Part B: Fundamentals 64 (3), 199-217, 2013
402013
An Element-free Galerkin (EFG) scaled boundary method
Y He, H Yang, AJ Deeks
Finite Elements in Analysis and Design 62, 28-36, 2012
332012
Meshless local petrov-galerkin mixed collocation method for solving cauchy inverse problems of steady-state heat transfer
T Zhang, Y He, L Dong, S Li, A Alotaibi, SN Atluri
CMES: Computer Modeling in Engineering & Sciences 97 (6), 509-553, 2014
322014
On the use of cyclic symmetry in SBFEM for heat transfer problems
Y He, H Yang, AJ Deeks
International Journal of Heat and Mass Transfer 71, 98-105, 2014
262014
Use of Fourier shape functions in the scaled boundary method
Y He, H Yang, AJ Deeks
Engineering Analysis with Boundary Elements 41, 152-159, 2014
262014
Image-based numerical prediction for effective thermal conductivity of heterogeneous materials: A quadtree based scaled boundary finite element method
Y He, J Guo, H Yang
International Journal of Heat and Mass Transfer 128, 335-343, 2019
232019
Comparison of biomechanical performance of five different treatment approaches for fixing posterior pelvic ring injury
Y Lu, Y He, W Li, Z Yang, R Peng, L Yu
Journal of healthcare engineering 2020 (1), 5379593, 2020
202020
Three-dimensional numerical simulation of soft-tissue wound healing using constrained-mixture anisotropic hyperelasticity and gradient-enhanced damage mechanics
D Zuo, S Avril, H Yang, SJ Mousavi, K Hackl, Y He
Journal of the Royal Society Interface 17 (162), 20190708, 2020
192020
Gradient-enhanced continuum models of healing in damaged soft tissues
Y He, D Zuo, K Hackl, H Yang, SJ Mousavi, S Avril
Biomechanics and modeling in mechanobiology 18, 1443-1460, 2019
192019
A scaled boundary finite element method for cyclically symmetric two-dimensional elastic analysis
Y He, H Yang, M Xu, AJ Deeks
Computers & Structures 120, 1-8, 2013
192013
Determination of coefficients of crack tip asymptotic fields by an element‐free Galerkin scaled boundary method
YQ He, HT Yang, AJ Deeks
Fatigue & fracture of engineering materials & structures 35 (8), 767-785, 2012
162012
Solving viscoelastic problems by combining SBFEM and a temporally piecewise adaptive algorithm
Y He, H Yang
Mechanics of Time-Dependent Materials 21, 481-497, 2017
132017
A piecewise partitioning scaled boundary finite element algorithm to solve viscoelastic problems with cyclic symmetry
C Wang, Y He, H Yang
Engineering Analysis with Boundary Elements 73, 120-128, 2016
122016
A thermodynamic framework for unified continuum models for the healing of damaged soft biological tissue
D Zuo, Y He, S Avril, H Yang, K Hackl
Journal of the Mechanics and Physics of Solids 158, 104662, 2022
112022
A SBFEM and sensitivity analysis based algorithm for solving inverse viscoelastic problems
W Chongshuai, H Yiqian, Y Haitian
Engineering Analysis with Boundary Elements 106, 588-598, 2019
112019
Stochastic analysis of a heterogeneous micro-finite element model of a mouse tibia
Y Lu, D Zuo, J Li, Y He
Medical engineering & physics 63, 50-56, 2019
112019
A new adaptive algorithm for phase change heat transfer problems based on quadtree SBFEM and smoothed effective heat capacity method
Y He, X Dong, H Yang
Numerical Heat Transfer, Part B: Fundamentals 75 (2), 111-126, 2019
92019
Identification of geometric boundary configurations in heat transfer problems via element-free galerkin and level-set methods
H Yiqian, Y Haitian
Numerical Heat Transfer, Part B: Fundamentals 55 (4), 313-323, 2009
82009
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