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- On the propagation of nonlinear water waves in a three-dimensional numerical wave flume using the generalized finite difference method
- ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTSHuang, Ji Chu, Chi-Nan Fan, Chia-Ming Chen, Jiahn-Horng Lyu, Hongguan 出版年：2020
- Nonlinear water waves are common physical phenomena in the field of coastal and ocean engineering, which plays a critical role in the investigation of hydrodynamics regarding offshore and deep-water structures. In the pr...
- Meshless Generalized Finite Difference Method for the Propagation of Nonlinear Water Waves under Complex Wave Conditions
- MATHEMATICSHuang, Ji Fan, Chia-Ming Chen, Jiahn-Horng Yan, Jin 出版年：2022
- The propagation of nonlinear water waves under complex wave conditions is the key issue of hydrodynamics both in coastal and ocean engineering, which is significant in the prediction of strongly nonlinear phenomena regar...
- Wave-Structure Interaction for a Stationary Surface-Piercing Body Based on a Novel Meshless Scheme with the Generalized Finite Difference Method
- MATHEMATICSHuang, Ji Lyu, Hongguan Fan, Chia-Ming Chen, Jiahn-Hong Chu, Chi-Nan Gu, Jiayang 出版年：2020
- The wave-structure interaction for surface-piercing bodies is a challenging problem in both coastal and ocean engineering. In the present study, a two-dimensional numerical wave flume that is based on a newly-developed m...
