A platform for research: civil engineering, architecture and urbanism
On enhancement of Incompressible SPH method for simulation of violent sloshing flows
Highlights An enhanced Incompressible SPH method is proposed for simulation of violent sloshing flows. The enhanced ISPH benefits from two previously developed and two new schemes. The new schemes comprise of a higher order Laplacian and an Error Compensating Source of Poisson pressure equation. Qualitative and quantitative verifications are made through a set of violent sloshing simulations. The significance of dynamically adjusted coefficients of Error Compensating Source is highlighted.
Abstract The paper presents two schemes for enhancement of Incompressible SPH (Smoothed Particle Hydrodynamics)-based methods in simulation of violent sloshing flows, and in particular, sloshing induced impact pressures. The enhanced schemes include a Higher order Laplacian and an Error-Compensating Source of Poisson pressure equation, abbreviated as HL and ECS, respectively. These two schemes correspond to those derived within the framework of MPS (Moving Particle Semi-implicit) method and are proposed for the first time within the framework of SPH. The enhancing effects of HL and ECS schemes are shown by simulating violent sloshing flows induced by sway excitations and rotational ones. The significance of dynamically adjusted coefficients in the ECS-related schemes is highlighted by considering a previously applied scheme comprising of a constant coefficient and a corresponding newly proposed one which incorporates a dynamic coefficient. Concise insights are presented on appropriate choice of kernel function.
On enhancement of Incompressible SPH method for simulation of violent sloshing flows
Highlights An enhanced Incompressible SPH method is proposed for simulation of violent sloshing flows. The enhanced ISPH benefits from two previously developed and two new schemes. The new schemes comprise of a higher order Laplacian and an Error Compensating Source of Poisson pressure equation. Qualitative and quantitative verifications are made through a set of violent sloshing simulations. The significance of dynamically adjusted coefficients of Error Compensating Source is highlighted.
Abstract The paper presents two schemes for enhancement of Incompressible SPH (Smoothed Particle Hydrodynamics)-based methods in simulation of violent sloshing flows, and in particular, sloshing induced impact pressures. The enhanced schemes include a Higher order Laplacian and an Error-Compensating Source of Poisson pressure equation, abbreviated as HL and ECS, respectively. These two schemes correspond to those derived within the framework of MPS (Moving Particle Semi-implicit) method and are proposed for the first time within the framework of SPH. The enhancing effects of HL and ECS schemes are shown by simulating violent sloshing flows induced by sway excitations and rotational ones. The significance of dynamically adjusted coefficients in the ECS-related schemes is highlighted by considering a previously applied scheme comprising of a constant coefficient and a corresponding newly proposed one which incorporates a dynamic coefficient. Concise insights are presented on appropriate choice of kernel function.
On enhancement of Incompressible SPH method for simulation of violent sloshing flows
Gotoh, Hitoshi (author) / Khayyer, Abbas (author) / Ikari, Hiroyuki (author) / Arikawa, Taro (author) / Shimosako, Kenichiro (author)
Applied Ocean Research ; 46 ; 104-115
2014-02-23
12 pages
Article (Journal)
Electronic Resource
English
On enhancement of Incompressible SPH method for simulation of violent sloshing flows
Online Contents | 2014
|Experimental observation on violent sloshing flows inside rectangular tank with flexible baffles
Elsevier | 2025
|Incompressible SPH Model for Simulating Violent Free-Surface Fluid Flows
Online Contents | 2014
|3-D numerical simulations of violent sloshing by CIP-based method
British Library Online Contents | 2010
|Numerical simulation of sloshing flows with impact load
Online Contents | 2001
|