近期论文
查看导师最新文章
（温馨提示：请注意重名现象，建议点开原文通过作者单位确认）
1. Fang Kezhao, Xiao Li, Liu Zhongbo, Sun Jiawen, Dong Ping, Hao Wu, Experiment and RANS modeling of solitary wave impact on a vertical wall mounted on a reef flat, Ocean Engineering, 2022, 244, 12:110384.
2. Fang Kezhao, Huang Minghan*, Chen Guanglin, Wu Jinkong, Wu Hao, Jiang Tiantian, Boussinesq Simulation of Coastal Wave Interaction with Bottom-Mounted Porous Structures, Journal of Marine Science and Engineering, 2022, 10, 10:1367.
3. Fang Kezhao, Sun Jiawen*, Song Guangchun, Wang Gang, Wu Hao, Liu Zhongbo, A GPU accelerated Boussinesq-type model for coastal waves, Acta Oceanologica Sinica, 2022, 41, 9: 158-168.
4. Fang Kezhao, Liu Zhongbo, Wang Ping*, Wu Hao, Sun Jiawen, Yin Jing, Modeling solitary wave propagation and transformation over complex bathymetries using a two-layer Boussinesq model, Ocean Engineering, 2022, 265, 1: 112549.
5. Fang Kezhao, Yi Feng, Liu Jiantao, Sun Jiawen. Laboratory Study on the Effect of Artificial Sandbar on Nourished Beach Profile Evolution. International Journal of Offshore and Polar Engineering, 2022, 32(2):-218-226.
6. Wang Dongxu, Dong Sheng, Fang Kezhao, Breaking wave impact on perforated caisson breakwaters: A numerical investigation, Ocean Engineering, 2022, 249, 4:110919.
7. Liu Ye, Liao Zhiling, Fang Kezhao, Li Shaowu, Uncertainty of wave runup prediction on coral reef-fringed coasts using SWASH model, Ocean Engineering, 2022, 242, 15:110094.
8. Fang K.Z., Wang H., Sun J.W.*, Zhang J.B., Liu Z.B. Including diffraction effect in Xbeach: model extension and validation. Journal of Coastal Research, 2020, 36(1): 116-127.
9. Fang K.Z*., Liu Z.B., Sun J.W*, Xie ZH, Zheng ZY. Development and validation of a two-layer Boussinesq model for simulating free surface waves generated by bottom motion. Applied Ocean Research, 2020, 94:101977.
10. Zou Z.L., Fang K.Z., Liu Z.B. Inter-comparisons of different forms of higher-order Boussinesq equations. In advances in numerical simulation of nonlinear water waves. (The series of advances in coastal and ocean engineering). World Scientific Publishing, Singapore, 2010.
11. Liu Z.B*., Fang K.Z*. Numerical verification of a two-layer Boussinesq-type model for surface gravity wave evolution. Wave Motion, 2019, 85:98-113.
12. Liu Z.B., Fang K.Z. Discussion of “A 2DH nonlinear Boussinesq-type wave model of improved dispersion, shoaling, and wave generation characteristics" by Chondros and Memos. Coastal Engineering, 2015,95:1-3.
13. Liu Z.B., Fang K.Z. Two-layer Boussinesq models for coastal water waves. Wave Motion, 2015, 57:88-111.
14. Fang K.Z., ZB Liu, ZL Zou. Fully Nonlinear Modeling Wave Transformation over Fringing Reefs Using Shock-capturing Boussinesq Model. Journal of Coastal Research, 32(1):164-171, 2016.
15. Liu Z.B.*, Fang K.Z*. A new two-layer Boussinesq model for coastal waves from deep to shallow water: Derivation and Analysis. Wave Motion, 2016, 67:1-14.
16. Fang K.Z., Yin J.W., Zou Z.L., Liu Z.B., Dong P. Reproducing laboratory-scale rip currents on a barred beach by a Boussinesq wave model. Journal of Marine Science and Technology, 2014, 22(2):231-239.
17. Fang K.Z., Liu Z.B. Modeling Breaking Waves and Wave-induced Currents with Fully Nonlinear Boussinesq Equations. Transactions on Fluid Mechanics, 2014, 9:131-143.
18. Fang K.Z., Yin JW, Zou ZL, Sun JW. Revisiting study on Boussinesq modeling of wave transformation over various reef profiles. Water Science and Engineering, 2014, 7(3):306-318.
19. Fang K.Z., Z Zhang, ZL Zou, ZB Liu, JW Sun. Modeling 2D extended Boussinesq equations using a hybrid numerical scheme. Journal of Hydrodynamics, 2014,26(2):187-198.
20. Fang K.Z., ZL Zou, ZB Liu. Boussinesq modeling of nearshore waves under body fitted coordinate. Journal of Hydrodynamics, 2012,24(2):235-243.
21. Fang K.Z., Zou Z.L., Wang Y. An explicit high resolution scheme for nonlinear shallow water equations. China Ocean Engineering, 19(3), 349-364, 2005.
22. Zou Z.L., Fang K.Z. Alternative forms of higher order Boussinesq equations: Derivations and Validations. Coastal Engineering, 55(6), 506-521, 2008.
23. Fang K.Z., Zou Z.L. Boussinesq-type equations for nonlinear evolution of wave trains. Wave Motion, 47:12-32, 2010.
24. Kezhao Fang, Zhili Zou, Ping Dong, Zhongbo Liu, Qinqin Gui, Jiwei Yin. An efficient shock capturing algorithm to the extended Boussinesq wave Equations. Applied Ocean Research, 2013, 43:11-20.
25. Fang K.Z., Liu Z.B., Gui Q.Q., Zou Z.L., Yin J.W. Alternative forms of enhanced Boussinesq equations with improved nonlinearity. Mathematical Problems in Engineering, 2013.
26. Zou Z.L., Liu Z.B., Fang K.Z. Further improvements to higher-order Boussinesq Equations: Bragg Reflection. Coastal Engineering,56, 672-687,2009.
27. Zou Z.L, Hu P.C, Fang K.Z., Liu Z.B. Boussinesq-type equations for wave current interaction. Wave motion, 2013, 50(4):655-675.
28. Fang K.Z., ZB Liu, ZL Zou. Efficient computation of coastal waves using a depth-integrated, non-hydrostatic model. Coastal Engineering, 2015, 97:21-36.
29. Fang K.Z., ZB Liu, ZL Zou. Modelling coastal water wave using a depth-integrated, non-hydrostatic model with shock-capturing ability. Journal of Hydraulic Research, 53(1):119-133, 2015.
30. Liu Z.B.*, Fang K.Z.*, Cheng Y.Z. A new multi-layer irrotational Boussinesq-type model for highly nonlinear and dispersive surface waves over a mild slope seabed. Journal of Fluid Mechanics, 2018, 842:323-353.
31. Liu Z.B*, Fang K.Z*., Sun J.W. A multi-layer Boussinesq-type model with second spatial derivatives: Theoretical analysis and numerical implementation. Ocean Engineering, 2019.
京公网安备 11010802027423号