Keh-Han Wang

TL;DR: In this article, an integrated analytical-numerical model to simulate a solitary wave propagating past a fixed and partially immersed body is presented. And the velocity potentials of the inner fluid region beneath the structure are determined analytically with unknown coefficients evaluated from a system of newly formulated matching equations with the uses of continuous velocity and velocity potential as well as the orthogonal properties of the eigenfunctions.

TL;DR: In this paper, the scattering focused hydrodynamic interaction between linear waves and a proposed structural system with a floating body and two attached vertical porous walls was investigated, and the authors showed that linear waves can interact with a structural system.

TL;DR: In this article, a set of two-dimensional analytical solutions considering the effects of diffraction and radiation are presented to investigate the hydrodynamic interaction between an incident linear wave and a proposed floating breakwater system consisting of a rectangular-shaped body and two attached vertical side porous walls in an infinite fluid domain with finite water depth.

TL;DR: Chang et al. as mentioned in this paper developed a two-dimensional fully nonlinear wave model to simulate a solitary wave propagating through the surface of a partially immersed rectangular structure, which includes the transient characteristics of the evolving waveforms throughout the process of wave-structure interaction.

TL;DR: In this article, the interaction of a solitary wave with a bottom-mounted vertical thin plate with focuses on the wave induced fluid kinematics and vortex flow patterns is investigated numerically and experimentally.