A WAVE RESONANCE STUDY IN HARBORS WITH A HYPERBOLIC-COSINE SQUARED BOTTOM
The wave resonance phenomenon in a harbor can cause damage around the area. One of the causes of this resonance phenomenon is the natural harbor resonance period. A resonance phenomenon will occur when an external force enters the harbor mouth with a period similar to the natural harbor period. I...
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id-itb.:728562023-06-05T07:50:56ZA WAVE RESONANCE STUDY IN HARBORS WITH A HYPERBOLIC-COSINE SQUARED BOTTOM Farrell Pradharma, Juan Indonesia Final Project resonance phenomenon, resonance period, shallow water equations, finite volume method, harbors with a hyperbolic-cosine squared bottom INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/72856 The wave resonance phenomenon in a harbor can cause damage around the area. One of the causes of this resonance phenomenon is the natural harbor resonance period. A resonance phenomenon will occur when an external force enters the harbor mouth with a period similar to the natural harbor period. In this study, we will observe the natural period of harbors with a hyperbolic-cosine squared bottom. We obtain this natural period analytically using the shallow water equations. Then, using the staggered finite volume method, we will perform some numerical simulations to confirm and detect the existence of resonance. Further, we will add roughness to the harbor bottom and determine the effective friction coefficient required to prevent resonance phenomena. Finally, we will apply the model to Palu Bay in Central Sulawesi. text |
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Indonesia Indonesia |
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| description |
The wave resonance phenomenon in a harbor can cause damage around the area.
One of the causes of this resonance phenomenon is the natural harbor resonance
period. A resonance phenomenon will occur when an external force enters the
harbor mouth with a period similar to the natural harbor period. In this study, we
will observe the natural period of harbors with a hyperbolic-cosine squared bottom.
We obtain this natural period analytically using the shallow water equations. Then,
using the staggered finite volume method, we will perform some numerical
simulations to confirm and detect the existence of resonance. Further, we will add
roughness to the harbor bottom and determine the effective friction coefficient
required to prevent resonance phenomena. Finally, we will apply the model to Palu
Bay in Central Sulawesi. |
| format |
Final Project |
| author |
Farrell Pradharma, Juan |
| spellingShingle |
Farrell Pradharma, Juan A WAVE RESONANCE STUDY IN HARBORS WITH A HYPERBOLIC-COSINE SQUARED BOTTOM |
| author_facet |
Farrell Pradharma, Juan |
| author_sort |
Farrell Pradharma, Juan |
| title |
A WAVE RESONANCE STUDY IN HARBORS WITH A HYPERBOLIC-COSINE SQUARED BOTTOM |
| title_short |
A WAVE RESONANCE STUDY IN HARBORS WITH A HYPERBOLIC-COSINE SQUARED BOTTOM |
| title_full |
A WAVE RESONANCE STUDY IN HARBORS WITH A HYPERBOLIC-COSINE SQUARED BOTTOM |
| title_fullStr |
A WAVE RESONANCE STUDY IN HARBORS WITH A HYPERBOLIC-COSINE SQUARED BOTTOM |
| title_full_unstemmed |
A WAVE RESONANCE STUDY IN HARBORS WITH A HYPERBOLIC-COSINE SQUARED BOTTOM |
| title_sort |
wave resonance study in harbors with a hyperbolic-cosine squared bottom |
| url |
https://digilib.itb.ac.id/gdl/view/72856 |
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1822006939256619008 |