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Incompressible SPH simulation of solitary wave interaction with movable seawalls

Accepted version
Peer-reviewed

Type

Article

Change log

Authors

Liang, D 
Jian, W 
Shao, S 
Chen, R 
Yang, K 

Abstract

In this paper, we applied an incompressible Smoothed Particle Hydrodynamics (SPH) method to investigate the impact of solitary waves on seawalls, especially movable seawalls. The SPH method is a mesh-free numerical approach particularly suitable for dealing with large free surface deformations and complex fluid-structure interactions. The incompressible SPH (ISPH) method solves the pressure field using the pressure Poisson equation (PPE), rather than relying on the equation of state. It has the advantage of producing more stable and accurate pressure fields and impact forces on structures. We first applied the model to simulate the solitary wave propagation and runup against a fixed vertical wall. The computations compared well with previous experimental and numerical results. Then, the solitary wave impact on a movable structure was investigated by replacing the fixed wall with a spring-controlled seawall subject to different spring stiffness and mass settings. Particular attention was paid to the prediction of the seawall movement, wave runup height and hydrodynamic loading. The incident wave height was found to be the dominant factor for the movable seawall movement during and immediately after the wave crest arrival at the seawall. Other factors, such as the seawall mass and spring stiffness, become important to the seawall's responses only after the maximum impact.

Description

Keywords

ISPH, solitary wave, seawall, spring-mass system, wave runup, wave-structure interaction

Journal Title

Journal of Fluids and Structures

Conference Name

Journal ISSN

0889-9746
1095-8622

Volume Title

69

Publisher

Elsevier
Sponsorship
Engineering and Physical Sciences Research Council (EP/N032861/1)
Dr. D. Liang acknowledges the financial support of the MPM-DREDGE Project funded by the European Commission’s Seventh Framework Programme (PIAP-GA-2012-324522) and the Royal Academy of Engineering (NRCP/1415/97 and ISS1516\8\34). Dr. W. Jian acknowledges the Churchill Jafar Studentship for her Ph.D study at the University of Cambridge. Dr. S. Shao acknowledges the support of the Major State Basic Research Development Program (973) of China (No. 2013CB036402).