Water Wave Velocity Potential on Sloping Bottom in Water Wave Transformation Modeling |
( Vol-10,Issue-10,October 2023 ) OPEN ACCESS |
Author(s): |
Syawaluddin Hutahaean |
Keywords: |
sloping bottom, wave constants change equation. |
Abstract: |
In this research, we formulated the equation for water wave velocity potential on sloping bottoms. The resulting velocity potential equation for sloping bottoms closely mirrors that of flat bottoms, simplifying its application in sloping terrain scenarios. By exploring velocity potential on sloping bottoms, we derived conservation equations governing wave constant changes as waves transition from deep to shallow waters. These equations encompass the wave number conservation and energy conservation principles. Utilizing these conservation equations, we developed a comprehensive wave transformation model. The one-dimensional model focused on shoaling and breaking phenomena, while the two-dimensional model delved into refraction-diffraction, shoaling, and breaking. The model's framework allows for straightforward extensions, facilitating future advancements in the field. |
Article Info: |
Received: 03 Sep Aug 2023, Receive in revised form: 11 Oct 2023, Accepted: 20 Oct 2023, Available online: 31 Oct 2023 |
DOI: |
Paper Statistics: |
Cite this Article: |
Click here to get all Styles of Citation using DOI of the article. |
Advanced Engineering Research and Science