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Wave Trapping by Trapezoidal Porous Breakwater

Koley, Santanu

The trapping of normally incident free surface water waves by a porous trapezoidal breakwater is studied in the context of two-dimensional linearized and potential water wave theory. The trapezoidal porous breakwater is situated at a finite distance away from the leeward rigid wall. The mathematical solution of the related boundary value problem is obtained using the well-known boundary element method. The flow of the water through the porous medium is modeled using Sollitt and Cross model for thick porous structure (see [13]). A number of important physical parameters such as wave loads on the rigid wall, reflection coefficient, and free surface elevations are calculated and discussed in detail.

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Wave Trapping by Trapezoidal Porous Breakwater

Koley, Santanu

The trapping of normally incident free surface water waves by a porous trapezoidal breakwater is studied in the context of two-dimensional linearized and potential water wave theory. The trapezoidal porous breakwater is situated at a finite distance away from the leeward rigid wall. The mathematical solution of the related boundary value problem is obtained using the well-known boundary element method. The flow of the water through the porous medium is modeled using Sollitt and Cross model for thick porous structure (see [13]). A number of important physical parameters such as wave loads on the rigid wall, reflection coefficient, and free surface elevations are calculated and discussed in detail.

Wave Trapping by Trapezoidal Porous Breakwater

Koley, Santanu

The trapping of normally incident free surface water waves by a porous trapezoidal breakwater is studied in the context of two-dimensional linearized and potential water wave theory. The trapezoidal porous breakwater is situated at a finite distance away from the leeward rigid wall. The mathematical solution of the related boundary value problem is obtained using the well-known boundary element method. The flow of the water through the porous medium is modeled using Sollitt and Cross model for thick porous structure (see [13]). A number of important physical parameters such as wave loads on the rigid wall, reflection coefficient, and free surface elevations are calculated and discussed in detail.

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Title:

Wave Trapping by Trapezoidal Porous Breakwater

Additional title:

Lect.Notes Mechanical Engineering

Contributors:

Maity, Damodar (editor) / Siddheshwar, Pradeep G. (editor) / Saha, Sunanda (editor) / Koley, Santanu (author)

Published in:

Advances in Fluid Mechanics and Solid Mechanics ; Chapter: 7 ; 83-90

Lecture Notes in Mechanical Engineering

Publication date:

2020-03-22

Size:

8 pages

ISBN:

978-981-15-0772-4 , 978-981-15-0771-7

ISSN:

2195-4364 , 2195-4356

DOI:

https://doi.org/10.1007/978-981-15-0772-4_7

Type of media:

Article/Chapter (Book)

Type of material:

Electronic Resource

Language:

English

Keywords:

Porosity , Breakwater , Boundary element method Engineering , Engineering Fluid Dynamics , Solid Mechanics , Fluid- and Aerodynamics , Theoretical, Mathematical and Computational Physics , Mathematical and Computational Engineering

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