個人信息：
姓名：王克用 職稱🫴🏻：副教授
專業：機械製造及其自動化 學歷層次🏌️♂️：工學博士
辦公室地點🏢：實訓樓1422 辦公電話🤵🏽♂️：67791192
電子郵箱🧗🏿♀️：k.y.wang@126.com
研究方向：高性能有限元計算方法；3D打印及多機協同系統
主講課程：
製圖基礎；現代工程圖學；CAD課程設計🤢；繪圖課程設計；製圖課程設計
個人簡介：(教育背景🏄、工作經歷)
1995.9-1999.7🏹，河北工業大學🌉👨🏼🎤，機械電子工程專業⚱️，本科
1999.9-2002.3，河北工業大學，機械設計及理論專業，碩士
2002.3-2006.6，天津大學，固體力學專業📩，博士
2004.9-2005.6，澳大利亞中央昆士蘭大學，訪問學者
2006.12-2010.3，阿特金斯顧問有限公司，海洋結構工程師
2013.12-2015.1👵🏽，美國加州大學河濱分校，訪問學者
2010.3-至今，意昂平台🤟🏻，意昂®️，專任教師
主要科研成果：（代表性論文、專利、著作等）
代表性論文
[1] Keyong Wang, Junchen Zhou, Renyu Zeng. Hybrid Trefftz finite element method for axisymmetric elasticity problems under torsion. Materials Today Communications, 2021, 27: 102420.
[2] Huan Liu, Keyong Wang, Qing Liu, Peichao Li. A hybrid fundamental-solution-based finite element method for transient heat conduction analysis of two-dimensional orthotropic materials. International Journal of Computational Methods, 2021, 18(4): 2150003.
[3] Wenkai Qiu, Keyong Wang, Peichao Li. Hybrid finite element analysis of heat conduction in orthotropic media with variable thermal conductivities. International Journal of Applied Mechanics, 2020, 12(9): 2050098.
[4] Zhengnan Xia, Keyong Wang, Fengyan Ge. Special hole elements for simulating the heat conduction in two-dimensional cellular materials. Composite Structures, 2020, 246: 112383.
[5] Ze She, Keyong Wang, Peichao Li. Thermal analysis of multilayer coated fiber-reinforced composites by the hybrid Trefftz finite element method. Composite Structures, 2019, 224: 110992
[6] Ze She, Keyong Wang, Huan Liu. Thermal analysis of elliptical fiber-reinforced composites by the hybrid Trefftz finite element method. International Journal of Heat and Mass Transfer, 2019, 144: 118596.
[7] Qijia Wang, Keyong Wang, Peichao Li. Forced convective heat and mass transfer in a bidisperse porous parallel-plate channel with a first order reaction on the wall. Thermal Science and Engineering Progress, 2019, 13: 100369.
[8] Ze She, Keyong Wang, Peichao Li. Hybrid Trefftz polygonal elements for heat conduction problems with inclusions/voids. Computers & Mathematics with Applications, 2019, 78(6): 1978-1992.
[9] Junchen Zhou, Keyong Wang, Peichao Li. A hybrid fundamental-solution- based 8-node element for axisymmetric elasticity problems. Engineering Analysis with Boundary Elements, 2019, 101: 297-309.
[10] Junchen Zhou, Keyong Wang, Peichao Li. Hybrid fundamental solution based finite element method for axisymmetric potential problems with arbitrary boundary conditions. Computers & Structures, 2019, 212: 72-85.
[11] Junchen Zhou, Keyong Wang, Peichao Li, Xiaodan Miao. Hybrid fundamental solution based finite element method for axisymmetric potential problems. Engineering Analysis with Boundary Elements, 2018, 91: 82-91.
[12] Keyong Wang, Peichao Li. Forced convection in bidisperse porous media incorporating viscous dissipation. Applied Thermal Engineering, 2018, 140: 86-94.
代表性著作
王克用, 李培超. Trefftz型有限元法基本原理. 北京：中國鐵道出版社有限公司, 2019.
申請的專利
郭根清, 王克用. 一種大傾角懸空結構無支撐FDM 3D打印技術, 2021.
