陳豪龍檢視原始碼討論檢視歷史
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陳豪龍，男，合肥工業大學土木與水利工程學院講師。
人物履歷
教育背景
2009/09–2013/06，西北農林科技大學，土木專業，學士
2013/09–2014/06，合肥工業大學，固體力學，碩士
2014/09–2018/12，合肥工業大學，工程力學，博士
工作經歷
2019/03–2021/03，清華大學，博士後
2021/04–至 今，合肥工業大學，土木與水利工程學院，講師
科研項目
[1] 國家自然科學基金青年基金，基於邊界元法和深度學習的熱反演識別多層生物組織形態，NSFC12002181，2021/01-2023/12，主持；
[2] 國家自然科學基金面上項目，基於微分轉換邊界元法和布穀鳥搜索算法的瞬態傳熱反問題研究，NSFC11672098，2017/01-2020/12，參與；
[3] 安徽省自然科學基金，幾何形狀反演問題的精細時域展開邊界元法研究, 1608085QA07, 2016/07月-2018/06月，參與；
獲獎情況
[1] Data Driven Computing and Machine Learning in Engineering 2019 最佳論文獎，2019
[2] 南方計算力學學術會議（SCCM-11）優秀學術論文獎，2017
學術成果
[1] Haolong Chen, Kaijie Wang, Zhibo Du, Weiming Liu, Zhanli Liu. Predicting the thermophysical properties of skin tumor based on the surface temperature and deep learning[J]. International Journal of Heat and Mass Transfer, 2021,180: 121804.
[2] Haolong Chen, Zhibo Du, Xiang Li, Huanlin Zhou, Zhanli Liu. Identification of pipe inner surface in heat conduction problems by deep learning and effective thermal conductivity transform[J]. Engineering Computations, 2020,37(9): 3505-3523.
[3] Haolong Chen, Bo Yu, Huanlin Zhou, Zeng Meng. Improved Cuckoo Search Algorithm for Solving Inverse Geometry Heat Conduction Problems[J]. Heat Transfer Engineering, 2019: 362-374.
[4] Haolong Chen, Huanlin Zhou. Identification of boundary conditions for non-Fourier heat conduction problems by differential transformation DRBEM and improved cuckoo search algorithm[J]. Numerical Heat Transfer, Part B: Fundamentals, 2018, 74, 818-839.
[5] Haolong Chen, Bo Yu, Huanlin Zhou, Zeng Meng. Identification of Transient Boundary Conditions with Improved Cuckoo Search Algorithm and Polynomial Approximation[J]. Engineering Analysis with Boundary Elements, 2018, 95: 124-141.
[6] Haolong Chen, Bo Yu, Huanlin Zhou, Zeng Meng. Comparison of CS, CGM and CS-CGM for Prediction of Pipe’s Inner Surface in FGMs[J]. CMC-Computers Materials & Continua, 2017, 53(4): 271-290.
[7] Bo Yu, Huanlin Zhou, Haolong Chen, Yu Tong. Precise time-domain expanding dual reciprocity boundary element method for solving transient heat conduction problems[J]. International Journal of Heat and Mass Transfer, 2015, 91: 110-118.
[8] Huanlin Zhou, Yushu Li, Bo Yu, Haolong Chen. Shape identification for inverse geometry heat conduction problems by FEM without iteration[J]. Numerical Heat Transfer, Part A: Applications, 2017, 72(8): 628-641.
[9] 陳豪龍，柳占立. 基於數據驅動模型求解熱傳導反問題[J]. 計算力學學報, 2021, 38(3):272-279.
[10] 陳豪龍, 周煥林, 餘波. 瞬態熱傳導問題的精細積分-雙重互易邊界元法[J]. 應用力學學報, 2017, 34(5) : 835-841.[1]