Wave propagation through arrays of unevenly spaced vertical piles
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Wave propagation through arrays of unevenly spaced vertical piles. Reporter : Yi-Jhou Lin. National Taiwan Ocean University Department of Harbor and River Engineering. Adviser : Jeng-Tzong Chen. Date: February 06, 2009. Place: HR2 307. Outlines. Problem statement Numerical examples

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Wave propagation through arrays of unevenly spaced vertical piles

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Wave propagation through arrays of unevenly spaced vertical piles

Wave propagation through arrays of unevenly spaced vertical piles

Reporter : Yi-Jhou Lin

National Taiwan Ocean University

Department of Harbor and River Engineering

Adviser: Jeng-Tzong Chen

Date: February 06, 2009

Place: HR2 307


Outlines

Outlines

  • Problem statement

  • Numerical examples

  • Concluding remarks


Problem statement

Original Problem

Problem statement

Governing equation:

Separation variable :

where

Seabed boundary conditions :

Free-surface conditions :

where


Decompose two parts

Original Problem

Decompose two parts

Free field

Radiation field(typical BVP)


Flowchart

Original problem

Decompose two parts

Free field

Radiation field

Expansion

Degenerate kemel

For fundamental solution

Fourier series of boundary densities

Collocate of the real boundary

Linear algebraic system

Calculation of the unknown Fourier

BIE for the domain point

Superposing the solution of two parts

Total field

Flowchart


Numerical examples

Original Problem

Numerical examples


Near traped mode duclos and clement 2004

Near-traped mode (Duclos and Clement, 2004)


Wave propagation through arrays of unevenly spaced vertical piles

Near-traped mode (Present, 2009)


Perturbation parameter

Perturbation parameter


Perturbation parameter1

Perturbation parameter

No trapped mode is found


Horizontal force versus wave number

Horizontal force versus wave number


Concluding remarks

Concluding remarks

  • A general-purpose program for solving the water wave problems with arbitrary number, size and various locations of circular cylinders was developed.

  • We have proposed a BIEM formulation by using degenerate kernels, null-field integral equation and Fourier series in companion with adaptive observer system.

  • Near trapped mode is observed in this study.


The end

The end

Thanks for your kind attention

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