نتایج جستجو برای: immersed boundary method ibm

تعداد نتایج: 1786252  

2015
Bakytzhan Kallemov Amneet Pal Singh Bhalla Boyce E. Griffith Aleksandar Donev

We develop an immersed boundary (IB) method for modeling flows around fixed or moving rigid bodies that is suitable for a broad range of Reynolds numbers, including steady Stokes flow. The spatio-temporal discretization of the fluid equations is based on a standard staggered-grid approach. Fluid-body interaction is handled using Peskin's IB method; however, unlike existing IB approaches to such...

2007
Elijah P. Newren Aaron L. Fogelson Robert D. Guy Robert M. Kirby

Explicit time discretizations of the Immersed Boundary method are known to require small timesteps to maintain stability. A number of implicit methods have been introduced to alleviate this restriction to allow for a more efficient method, but many of these methods still have a stability restriction on the timestep. Furthermore, almost no comparisons have appeared in the literature of the relat...

2005
Boyce E. Griffith Charles S. Peskin

The immersed boundary method is both a mathematical formulation and a numerical scheme for problems involving the interaction of a viscous incompressible fluid and a (visco-)elastic structure. In [M.-C. Lai, Simulations of the flow past an array of circular cylinders as a test of the immersed boundary method, Ph.D. thesis, Courant Institute of Mathematical Sciences, New York University, 1998; M...

Journal: :Computers & Mathematics with Applications 2010
Jian Hao Luoding Zhu

The immersed boundary method is a practical and effective method for fluid–structure interaction problems. It has been applied to a variety of problems. Most of the timestepping schemes used in the method are explicit, which suffer a drawback in terms of stability and restriction on the time step. We propose a lattice Boltzmann based implicit immersed boundary method where the immersed boundary...

2010
Philippe Angot Daniele Boffi Andrea Bonito

The Immersed Boundary Method (IBM) has been designed by Peskin for the modeling and the numerical approximation of fluid-structure interaction problems and it has been successfully applied to several systems, including the simulation of the blood dynamics in the heart; see [1]. In the IBM the Navier-Stokes equations are considered everywhere and the presence of the structure is taken into accou...

Journal: :Applied Mathematical Modelling 2021

A simple and scalable Immersed Boundary Method based on cubic spline reconstructions is presented for high-fidelity simulations of immersed objects in a turbulent flow Cartesian mesh. The novelty the proposed IBM lies its simplicity, accuracy, scalability ability to simulate both fixed moving objects. new thoroughly validated against 1D benchmark, with 2D around cylinder at Re=40 300 3D sphere ...

2010
Bojan Ničeno Simon Kuhn

Abstract. The present study adresses the turbulent flow over a wavy surface by direct numerical simulation (DNS). Compared to classical channel flow the wavy surface structure adds a degree of complexity to the flow by inducing streamline curvature, flow separation and flow reattachment, thus leading to flow situations which are often present in relevant technical and geophysical applications. ...

2009
BOYCE E. GRIFFITH Leon H. Charney XIAOYU LUO CHARLES S. PESKIN

The immersed boundary method is both a general mathematical framework and a particular numerical approach to problems of fluid-structure interaction. In the present work, we describe the application of the immersed boundary method to the simulation of the fluid dynamics of heart valves, including a model of a natural aortic valve and a model of a chorded prosthetic mitral valve. Each valve is m...

Journal: :Atti della Accademia nazionale dei Lincei 2022

In this paper, we describe a computational model for the simulation of fluidstructure interaction problems based on fictitious domain approach. We summarize results presented over last years when our research evolved from finite element immersed boundary method (FE-IBM) to actual distributed Lagrange multiplier (FEDLM) method. recall well-posedness formulation at continuous level in simplified ...

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