在国际计算科学Top期刊《Computer Methods in Applied Mechanics and Engineering》,机械/力学领域Top期刊《International Journal of Mechanical Sciences》,计算力学领域知名期刊《International Journal for Numerical Methods in Engineering》、《Applied Mathematical Modelling》、《Computational Mechanics》和《International Journal of Heat and Mass Transfer》等杂志发表SCI论文12篇(其中中科院一区3篇,二区8篇)。 [1] Wu Shao-We, GR. Liu, Jiang Chao, etc. Arbitrary polygon mesh for elastic and elastoplastic analysis of solids using smoothed finite element method. Computer Methods in Applied Mechanics and Engineering. 2023; 405: 115874. (中科院一区Top) [2]Wu Shao-Wei, Hu Jun-Xiong, Cao Li-Xiong, etc. Non-intrusive smoothed stochastic finite element method with multi-source uncertainties. International Journal of Mechanical Sciences. 2026; 311: 111163. (中科院一区Top) [3] Wu Shao-Wei, Wan De-Tao, Jiang Chen, etc. A finite strain model for multi-material, multi-component biomechanical analysis with total lagrangian smoothed finite element method. International Journal of Mechanical Sciences. 2023; 243: 108017. (中科院一区Top) [4] Huang Min-Wei, Wu Shao-Wei*, GR. Liu, etc. On concave polygon mesh for axisymmetric problems of solids using cell-based smoothed finite element method. Engineering Analysis with Boundary Elements. 2025; 179: 106416. (中科院二区) [5] Wu Shao-Wei, Yang Rui, GR. Liu, etc. A novel formulation for heat conduction using non-convex meshes based on smoothed finite element method. International Journal of Heat and Mass Transfer. 2025; 237: 126310. (中科院二区Top) [6] Cao Li-Xiong,Han Jia-Xing, Wu Shao-Wei*, etc. Random feld of homogeneous and multi-material structures by the smoothed fnite element method and Karhunen–Loève expansion. Engineering Analysis with Boundary Elements. 2024; 165: 105784. (中科院二区) [7]Wu, Shao-Wei, Jiang Chao, GR. Liu, etc. An n-sided Polygonal Selective Smoothed Finite Element Method for Incompressible Visco-hyperelastic Soft Materials. Applied Mathematical Modelling. 2022; 107, 398-428. (中科院二区Top) [8] Wu, Shao-Wei, Hu Jun-Xiong, etc. Numerical Algorithm of Concave Polygon Elements in Solid Mechanics: Theoretical Analysis and Performance Evaluation of S-FEM and VEM. Engineering Analysis with Boundary Elements. 2026; accept. (中科院二区Top) [9] Wu, Shao-Wei, Jiang Chao, GR. Liu, etc. A unified-implementation of smoothed finite element method (UI-SFEM) for simulating biomechanical responses of multi-materials orthodontics. Computational Mechanics. 2021; 67, 541–565. (中科院二区) [10] Wu Cheng-Tao, Wu Shao-Wei*, Niu Rui-Ping, etc. The polygonal fnite element method for solving heat conduction problems. Engineering Analysis with Boundary Elements. 2023; 155: 935-947. (中科院二区) [11] Wu, Shao-Wei, Jiang Chao, GR. Liu, etc. A selective smoothed finite element method with viscohyperelastic constitutive model for analysis of biomechanical responses of brain tissues. International Journal for Numerical Methods in Engineering. 2020; 121: 5123–149. (中科院二区) |