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教育背景
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2018.09-2023.06 大连理工大学 航空航天力学与工程 博士
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工作履历
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2024.1-至今 大连交通大学 詹天佑学院 讲师
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学术兼职
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无
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承担科研项目情况
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飞机刚弹耦合分析软件集成测试与系统测试，2025.01-2025.12 主持
单元微分-边界元耦合算法及其在高铁电磁环境仿真中的应用 辽宁省教育厅 2025.08-2027.08 主持
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奖励与荣誉
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无
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学术成果
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1.Lan-Fang Gao, Wei-Zhe Feng, Xiao-Wei Gao. Element differential method for solving linear and nonlinear electromagnetic problems，International Journal of Computational Methods.2150043 (2021) 1-23. (SCI)
2. Xiao-Wei Gao, Lan-Fang Gao, Yuan Zhang, et al., Free element collocation method: A new method combining advantages of finite element and mesh free methods, Computers and Structures. 215 (2019) 10–26. (SCI)
3.Lan-Fang Gao, Xiao-Wei Gao, Wei-Zhe Feng, Bing-Bing Xu. A time domain element differential method for solving electromagnetic wave scattering and radiation problems. Engineering Analysis with Boundary Elements. 140 (2022) 338–347. (SCI)
4. Lan-Fang Gao, Xiao-Wei Gao, Wei-Zhe Feng, Bing-Bing Xu. A nonlinear time-domain element differential method for solving two-dimensional electro- and magneto- quasistatic problems. Engineering Analysis with Boundary Elements. 145 (2022) 418–427. (SCI)
5. Wei-Zhe Feng, Lan-Fang Gao, Xiao-Wei Gao, et al., A new DBEM for solving crack problems in arbitrary dissimilar materials, Engineering Analysis with Boundary Elements. 123 (2021) 154–167. (SCI)
6. Wei-Zhe Feng, Lan-Fang Gao, Yan-Wei Dai et al., DBEM computation of T-stress and mixed-mode SIFs using interaction integral technique. Theoretical and Applied Fracture Mechanics. 110 (2020) 102795. (SCI)
7. Wei-Zhe Feng, Lan-Fang Gao, Meng Qu, et al., An improved singular curved boundary integral evaluation method and its application in dual BEM analysis of two- and three-dimensional crack problems, European Journal of Mechanics. A/Solids, 84 (2020) 104071. (SCI)
8.Wei-Zhe Feng, Hao-Yang Li, Lan-Fang Gao, et al., Hypersingular flux interface integral equation for multi-medium heat transfer analysis, International Journal of Heat and Mass Transfer. 138 (2019) 852–865. (SCI)
9.Wei-Zhe Feng , Lan-Fang Gao, Jian-Ming Du, et al., A meshless interface integral BEM for solving heat conduction in multi-non-homogeneous media with multiple heat source, International Communications in Heat and Mass Transfer. 104 (2019) 70–82. (SCI)
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