职称：教授/博士生导师

邮箱：lijimy0321@whu.edu.cn

研究领域及招生方向：

研究方向：

基础理论研究：泥沙运动力学、计算河流动力学、计算水力学

工程应用研究：山洪泥石流、溃坝洪水、堰塞湖、水库泥沙

科学计算：高性能数值计算技术; 不确定性分析

招生专业：水力学及河流动力学、港口航道与海岸工程

招生名额：每年可招收2名博士研究生和2名硕士研究生，另有每年1-2名重点资助博士后招收指标， 欢迎来函咨询

招生类型：学术学位博士、专业学位博士、专业学位硕士、学术学位硕士

教育背景：

2008.09-2012.06 武汉大学水利水电学院, 港口、海岸与治河工程专业, 本科

2012.09-2017.12 武汉大学水利水电学院, 水力学及河流动力学专业, 博士

2013.10-2016.10 英国Heriot-Watt University, Civil Engineering, PhD

工作经历：

2018.01-2019.05 武汉大学水利水电学院，博士后

2019.06-2024.06 英国斯旺西大学科学与工程学院，讲师（博士生导师）

2024.06-至今 武汉大学水利水电学院，教授（博士生导师）

代表性科研项目：

1. 英国皇家学会(Royal Society), 国际合作项目, Hydro-sediment-morphodynamics modelling of fluid mud in estuary, 2022-2024, 主持

2. 国家自然科学基金, 青年基金项目, 浅水泥沙数学模型不确定性量化研究, 2019-2022, 主持

3. 欧洲区域发展基金(ERDF), 重大专项, IMPACT Innovative Materials, Processing and Numerical Technologies, 2021-2026, 参与

4. 斯旺西大学, 科研培育项目, Upland resilience to multihazards due to extreme rainfalls, 2022-2024, 主持

代表性学术成果：

论文：

· Lyu, B., Li, J., Hu, P., Cao, Z., & Liu, H. (2024). High-resolution hydro-sediment-morphodynamic modelling of a meandering river reach with mid-channel bars on multiyear timescales: A case study of Shashi Reach in Middle Yangtze River. Journal of Hydrology, 635, 131167.

· Cheng, D., Cao, Z., Li, J., & Sun, Y. (2024). A two-phase flow model for sedimentation and consolidation. Applied Mathematical Modelling, 132, 129-145.

· Sun, Y., Li, J., Cao, Z., and Borthwick, A. G. L. (2024). Modelling reservoir sediment flushing through a bottom tunnel with an initially covered intake. Applied Mathematical Modelling, 125(B), 425-443.

· Cheng, X., Cao, Z., Li, J., & Borthwick, A. G. L. (2023). A numerical study of the settling of non-spherical particles in quiescent water. Physics of Fluids, 35, 093310.

· Sun, Y., Li, J., Cao, Z., & Borthwick, A. G. L. (2023). A two-dimensional double layer-averaged model of hyperconcentrated turbidity currents with non-Newtonian rheology. International Journal of Sediment Research, 38(6), 794-810.

· Sun, Y., Li, J., Cao, Z., Borthwick, A. G. L. & Józsa, J. (2023). Effect of tributary inflow on reservoir turbidity current. Environmental Fluid Mechanics, 23(2), 259-290.

· Li, J., Cao, Z., & Borthwick, A. G. L. (2022). Quantifying multiple uncertainties in modelling shallow water-sediment flows: A stochastic Galerkin framework with Haar wavelet expansion and an operator-splitting approach. Applied Mathematical Modelling, 106, 259-275.

· Sun, Y., Li, J., Cao, Z., & Borthwick, A. G. L. (2022). Vertically layered flow structure at confluence of a reservoir and tributary carrying high sediment loads. Frontiers in Earth Science, 10, 924005.

· Hu P., Lyu B., Li, J., Sun, M., Li, W., and Cao, Z. (2022). Computationally-efficient and high-resolution modelling of hydro-sediment-morphodynamic process: A new two-phase flow model based on the HLLC-type solver and the hybrid LTS/GMaTS. Advances in Water Resources, 166, 104254.

· Li, J., Cao, Z., and Borthwick, A. G. L. (2021). Uncertainty quantification in shallow water-sediment flows: A stochastic Galerkin shallow water hydro-sediment-morphodynamic model. Applied Mathematical Modelling, 99, 458-477.

· Li, J., Cao, Z., Cui, Y., Fan, X., Yang, W., Huang, W., and Borthwick, A. G. L. (2021). Hydro-sediment-morphodynamic processes of the baige landslide-induced barrier Lake, Jinsha River, China. Journal of Hydrology, 596, 126134.

· Hu, P., Lyu, B., Li, J., and Cao, Z. (2021). Interphase interaction of water and sediment in refilling of an open-channel dredged trench. Journal of Sediment Research, in press.

· Li, J., Cao, Z., Cui, Y., and Borthwick, A. G. L. (2020). Barrier lake formation due to landslide impacting a river: A numerical study using a double layer-averaged two-phase flow model. Applied Mathematical Modelling, 80, 574-601.

· Cao, Z., Li, J., Borthwick, A. G. L., Liu, Q. and Pender, G. (2020). Grain‐energy release governs mobility of debris flow due to solid–liquid mass release. Earth Surface Processes and Landforms, 45(12), 2912-2926.

· Li, J., Cao, Z., and Liu, Q. (2019). Waves and sediment transport due to granular landslides impacting reservoirs. Water Resources Research, 55(1), 495-518.

· Li, J., Cao, Z., Qian, H., Liu, Q., & Pender, G. (2019). A depth-averaged two-phase model for fluvial sediment-laden flows over erodible beds. Advances in Water Resources, 129, 338-353.

· Xia, C.C., Li, J., Cao, Z.X., Liu, Q.Q. and Hu, K.H. (2018). A quasi single-phase model for debris flows and its comparison with a two-phase model. Journal of Mountain Science, 15(5), 1071-1089.

· Li, J., Cao, Z., Hu, K., Pender, G., and Liu, Q. (2018). A depth-averaged two-phase model for debris flows over fixed beds. International Journal of Sediment Research, 33(4), 462-477.

· Li, J., Cao, Z., Hu, K., Pender, G., and Liu, Q. (2018). A depth-averaged two-phase model for debris flows over erodible beds. Earth Surface Processes and Landforms, 43(4), 817-839.

· Li, J., Cao, Z., Pender, G., and Liu, Q. (2015). Hyperbolicity analysis of a double layer-averaged model for open-channel sediment-laden flows. SCIENCE CHINA Physics, Mechanics & Astronomy, 45(10), 104705.

· Cao, Z., Li, J., Pender, G., and Liu, Q. (2015). Whole-process modeling of reservoir turbidity currents by a double layer-averaged model. Journal of Hydraulic Engineering, ASCE, 141(2), 04014069.

· Li, J., Cao, Z., Pender, G., and Liu, Q. (2013). A double layer-averaged model for dam-break flows over mobile bed. Journal of Hydraulic Research, IAHR, 51(5), 518-534.