岳俊宏，男，太原理工大學大數據學院講師。
基本介紹
- 中文名：岳俊宏
- 職業：教師
- 專業方向：生物醫學工程、工程數值計算
- 任職院校：太原理工大學大數據學院
- 性別：男
研究方向,學術成果,
研究方向
科學計算、數值分析和偏微分方程套用研究
有限元、光滑有限元、彈性波散射
學術成果
學術論文
1、Zhang Y F, Yue J H, Li M, Niu R P. Contact Analysis of Functionally Graded Materials Using Smoothed Finite Element Methods[J],International Journal of Computational Methods, 2020
2、 Yue J H, Liu G R, Li M, Niu R P. A four-noded triangular (Tr4) element for solid mechanics problems with curved boundaries[J], International Journal of Computational Methods, 2020
3、Yue J H, Li M, Li P J, Yuan X K. Numerical solution of an inverse obstacle scattering problem for elastic wave[J], Communications in Computational Physics
4、 Yue J H, Li M, Liu G R, Niu R P. An edge-based smoothed finite element method for wave scattering by an obstacle in elastic media[J], Engineering Analysis with Boundary Elements
5、Wang C Q, Yue J H*, Li M, A class of novel tetrahedron elements with curved surfaces for three-dimensional solid mechanics problems with curved boundaries[J], International Journal of Computational Methods, 2019
6、 Yue J H, Liu G R, Li M, Niu R P. A Cell-Based Smoothed Finite Element Method for Multi-body Contact Analysis using Linear Complementarity Formulation[J], International Journal of Solids and Structures,
7、 Li Y, Liu G R, Yue J H. A novel node-based smoothed radial point interpolation method for 2D and 3D solid mechanics problems[J], Computers & Structures
8、Niu R P, Liu G R, Yue J H. Development of a Software Package of Smoothed Finite Element Method (S-FEM) for Solid Mechanics Problems[J]. International Journal of Computational Methods
9、Yue J H, Huang T, Jin J, et al. Integral Equation Analysis for Cracked Strip of Orthotropic Functionally Graded Material[J]. Engineering Fracture Mechanics
10、 Niu R P, Zhang J F, Yue J H*, Li Y. Development of the advanced software package based on S-FEM[C]
11、Li J, Huang T, Yue J H, Shi C and Wen P H. Anti-plane fundamental solutions of functionally graded materials and applications to fracture mechanics. Journal of Strain Analysis for Engineering Design
12、 Yue J H, Li M, Liu G R, et al. Proofs of the stability and convergence of a weakened weak method using PIM shape functions[J]. Computers & Mathematics with Applications
13、 Li Y, Yue J H, Niu R P, et al. Automatic mesh generation for 3D smoothed finite element method (S-FEM) based on the weaken-weak formulation[J]. Advances in Engineering Software
14、岳俊宏, 李明, 牛瑞萍. 廣義邊界控制法在多層熱傳導邊界識別問題中的套用[J]. 太原理工大學學報
承擔項目
國家自然科學基金青年科學基金：彈性波正、反障礙物和開腔體散射問題的理論及數值研究.(11901423), 2020.1.1-2022.12.31
