A stable method for 4D CT-based CFD simulation in the right ventricle of a TGA patient

Yuri Vassilevski; Alexander Danilov; Alexander Lozovskiy; Maxim Olshanskii; Victoria Salamatova; Su Min Chang; Yushui Han; Chun Huie Lin

doi:10.1515/rnam-2020-0026

A stable method for 4D CT-based CFD simulation in the right ventricle of a TGA patient

Yuri Vassilevski, Alexander Danilov, Alexander Lozovskiy, Maxim Olshanskii, Victoria Salamatova, Su Min Chang, Yushui Han, Chun Huie Lin

Research output: Contribution to journal › Article › peer-review

2 Scopus citations

Abstract

The paper discusses a stabilization of a finite element method for the equations of fluid motion in a time-dependent domain. After experimental convergence analysis, the method is applied to simulate a blood flow in the right ventricle of a post-surgery patient with the transposition of the great arteries disorder. The flow domain is reconstructed from a sequence of 4D CT images. The corresponding segmentation and triangulation algorithms are also addressed in brief.

Original language	English (US)
Pages (from-to)	315-324
Number of pages	10
Journal	Russian Journal of Numerical Analysis and Mathematical Modelling
Volume	35
Issue number	5
DOIs	https://doi.org/10.1515/rnam-2020-0026
State	Published - Oct 1 2020

Keywords

Fluid-structure interaction
blood flow
finite element method
monolithic approach
numerical stability
semi-implicit scheme

ASJC Scopus subject areas

Numerical Analysis
Modeling and Simulation

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10.1515/rnam-2020-0026

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abstract = "The paper discusses a stabilization of a finite element method for the equations of fluid motion in a time-dependent domain. After experimental convergence analysis, the method is applied to simulate a blood flow in the right ventricle of a post-surgery patient with the transposition of the great arteries disorder. The flow domain is reconstructed from a sequence of 4D CT images. The corresponding segmentation and triangulation algorithms are also addressed in brief. ",

keywords = "Fluid-structure interaction, blood flow, finite element method, monolithic approach, numerical stability, semi-implicit scheme",

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AU - Vassilevski, Yuri

AU - Danilov, Alexander

AU - Lozovskiy, Alexander

AU - Olshanskii, Maxim

AU - Salamatova, Victoria

AU - Chang, Su Min

AU - Han, Yushui

AU - Lin, Chun Huie

PY - 2020/10/1

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N2 - The paper discusses a stabilization of a finite element method for the equations of fluid motion in a time-dependent domain. After experimental convergence analysis, the method is applied to simulate a blood flow in the right ventricle of a post-surgery patient with the transposition of the great arteries disorder. The flow domain is reconstructed from a sequence of 4D CT images. The corresponding segmentation and triangulation algorithms are also addressed in brief.

AB - The paper discusses a stabilization of a finite element method for the equations of fluid motion in a time-dependent domain. After experimental convergence analysis, the method is applied to simulate a blood flow in the right ventricle of a post-surgery patient with the transposition of the great arteries disorder. The flow domain is reconstructed from a sequence of 4D CT images. The corresponding segmentation and triangulation algorithms are also addressed in brief.

KW - Fluid-structure interaction

KW - blood flow

KW - finite element method

KW - monolithic approach

KW - numerical stability

KW - semi-implicit scheme

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A stable method for 4D CT-based CFD simulation in the right ventricle of a TGA patient

Abstract

Keywords

ASJC Scopus subject areas

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