fluid-structure interaction
CFD
SPH

Marco Simone

A new Incompressible SPH model for simulating wave–structure impacts

UNIVERSITÀ
Sapienza Università di Roma
CICLO DI DOTTORATO DI RICERCA
38
SUPERVISORI
Giovanni Cannata
METODOLOGIE DI RICERCA
Theoretical / analytical, Numerical analysis

Abstract della ricerca

A new Incompressible SPH model for simulating wave–structure impacts

Background nella ricerca

The simulation of free-surface flows in hydraulics presents a num ber of challenges due to the inherent complexity of handling a fluid volume that continuously deforms and evolves over time. In this context, the Smoothed Particle Hydrodynamics (SPH) method, based on a Lagrangian approach that represents the fluid through a set of moving particles, proves to be more suitable than traditional grid based methods. However, compared to these latter approaches, the SPH method also exhibits certain drawbacks, including increased difficulty in the treatment of boundary conditions and a higher computational cost. This work proposes a numerical model for simulating free-surface flows and wave-structure impacts based on the Incompressible SPH (ISPH) approach. The model employs a boundary treatment technique (English et al. 2021) that, to the best of our knowledge, has never been applied within this specific framework. During the development of this technique, several intrinsic advantages were identified when compared to other methods available in the literature. A series of numerical tests were carried out to assess the validity of the proposed model. The results obtained, consistent with those reported in the literature, confirmed the effectiveness of the developed numerical model in reproducing the analyzed free-surface flow phenomena.

Obiettivi della ricerca

Improve numerical modeling techniques within the Incompressible Smoothed Particle Hydrodynamics (ISPH) method.

Metodi

Incompressible Smoothed Particle Hydrodinamics

Risultati

An ISPH code, written in Fortran and parallelized using OpenMP directives, has been developed to simulate free-surface flows and wave–structure interactions. The code implements the modified Dynamic Boundary Condition (mDBC) technique proposed by English et al. (2021), which has not previously been applied in this context.