基本情况
出生年月：1993年02月
职称：讲师
最高学位：博士研究生
主要研究方向：海洋水动力，波浪与结构物相互作用，全非线性数值波浪水池，广义弱散射理论及应用，AI深度神经网络模型应用，河流水动力
导师类别：
工作地址：raybet官网余家头校区雷竞技raybet204办公室
Email：tongchao@whut.edu.cn
教育及工作经历
1.工作经历
2025年07月-至今，raybet官网，雷竞技raybet，讲师
2024年04月-2025年07月，长江设计集团-长江信达软件技术（武汉）有限责任公司，河流动力学模型开发，工程师
2.教育经历
2019年12月-2023年11月，丹麦技术大学（Technical University of Denmark），海洋水动力，博士
2016年09月-2019年03月，上海交通大学，船舶与海洋工程，硕士
2012年09月-2016年07月，哈尔滨工程大学，船舶与海洋工程，学士
近期获奖情况
2021年，第36届International Workshop on Water Waves and Floating Bodies会议年度Tuck Fellowship.
近期代表性学术成果
（一）期刊论文成果：
1.童超*,詹晗煜,崔罡,等(2025).融合ResNet神经网络与水动力模型的洪水演进快速预测算法[J/OL].水资源保护, 1-14. (EI)
2.Tong Chao, Shao, Y.,* Bingham, H. B., Hanssen, F. C. W. (2024). An adaptive harmonic polynomial cell method for 3D fully nonlinear wave-structure interaction with immersed boundaries. Physics of Fluids, 36, 3, 032118. (SCI, JCR: Q1)
3.Tong Chao, Shao, Y.*, Bingham, H. B., Hanssen, F. C. W. (2022). A generalized weak-scatterer approximation for nonlinear wave–structure interaction in marine hydrodynamics. Marine Structures, 86, 103292. (SCI, JCR: Q1)
4.Tong Chao*, Shao, Y., Bingham, H. B., Hanssen, F. C. W. (2021). An adaptive harmonic polynomial cell method with immersed boundaries: Accuracy, stability, and applications. International Journal for Numerical Methods in Engineering, 122(12), 2945-2980. (SCI, JCR: Q1)
5.Tong Chao, Shao, Y.*, Hanssen, F. C. W., Li, Ye., Xie, Bin., & Lin, Zhiliang (2019). Numerical analysis on the generation, propagation and interaction of solitary waves by a Harmonic Polynomial Cell Method. Wave Motion, 88：34-56.（SCI, JCR: Q2）
6.童超，李晔*,基于Harmonic Polynomial Cell方法的孤立波碰撞数值模拟（2019），中国科学：物理力学天文学，064701.（北大核心）
（二）会议论文成果：
1.Wang, S.*, Xiao, H., and Tong Chao, (2024). Research on the Implementation Method of Hybrid Graphics Engine for Water Conservancy Informatization. 2024 IEEE 4th International Conference on Digital Twins and Parallel Intelligence (DTPI), Wuhan, China, pp. 718-725.
2.Wang, S.*, Mei, L., Tao, Y., and Tong Chao, (2024). Design and realization of distributed Rule Engine for scene linkage of Internet of Things, 2024 IEEE 6th International Conference on Internet of Things, Automation and Artificial Intelligence (IoTAAI), Guangzhou, China, pp. 396-401.
3.Tong Chao, Shao, Y.*, Bingham, H. B. (2024) A weak-scatterer solution to nonlinear wave-body interaction based on a 3D immersed-boundary adaptive harmonic polynomial cell method, 15th International Conference on Hydrodynamics, September 2-6, 2024, Rome, Italy.
4.TongChao, Shao, Y.*, Bingham, H. B., Hanssen, F. C. W. (2022). A study of a fixed trapezoidal section in regular waves using a generalized weak-scatterer model. 37th International Workshop on Water Waves and Floating Bodies. 10-13 April 2022, Giardini Naxos, Italy.
5.TongChao*, Shao, Y., Bingham, H. B. (2021). Modeling fully nonlinear wave-structure interaction by an adaptive harmonic polynomial cell method with immersed boundaries. 36th International Workshop on Water Waves and Floating Bodies. Seoul, Korea. Online visual workshop.
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