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Construction of Diagnosis System of Blood Flow by CFD Based on Clinical MRI Data

Construction of Diagnosis System of Blood Flow by CFD Based on Clinical MRI Data
基于临床MRI数据的CFD血流诊断系统构建
批准号:
13680928
负责人:
AOKI Takayuki
金额:
$2.62万
依托单位国家:
日本
项目类别:
Grant-in-Aid for Scientific Research (C)
财政年份:
2001
资助国家:
日本
项目状态:
已结题
起止时间:
2001 至 2003

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中文摘要
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英文摘要
Recently, clinical image diagnosis instruments such as MRI (Magnetic Resonance Imaging, X-ray CT, Ultrasonic Doppler imaging etc. have developed and give us a large amount of high resolution image data. Especially, MRI data are obtained with negligible damage for human body and spread over many hospitals.The research results are categorized into the method for extracting blood structure from the MRI data, development of high accurate numerical scheme for blood flow simulation, and numerical results of blood flow simulation. By using B-spline interpolation, the blood structure of the brain for the blood flow CFD can be extracted with smooth curvatures from the MRA (magnetic resonance angiography). We have developed high accurate numerical scheme with local Hermite interpolation and the Cut-Cell method to describe blood vessel with complex geometry and AMR (Adaptive Mesh Refinement) method for adapting fine resolution around blood vessels on Cartesian grid. We carried out the numerical simulation for the interaction of the blood flow injected pulsatively with the elastic vessel. It is found that the pressure at the inner wall has lower peak than that of the rigid vessel case, and the velocity response of the outflow is delayed. We also studied micro-scale blood flow simulation with a particle model where non-Newtonian behaviors become important.We have obtained a lot of results for construction of the flood flow CFD analysis system for the individual clinical MRI data.
期刊论文(85)
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会议论文
吉田浩, 青木尊之, 内海隆行: "ルンゲクッタ時間積分を用いた局所補間微分オペレータ(IDO)法による双曲型方程式解法の計算精度と数値安定性の向上"電子情報通信学会論文誌A. J86-A, [3]. 223-231 (2003)
Hiroshi Yoshida、Takayuki Aoki、Takayuki Utsumi:“使用 Runge-Kutta 时间积分的局部插值微分算子 (IDO) 方法提高双曲方程求解方法的计算精度和数值稳定性”IEICE Transactions A. J86-A,[3]。 223-231 (2003)
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青木尊之, 古市潔, 高橋通: "離散要素法シミュレーションのアナグリフ立体表示"日経サイエンス. 01. 110 (2003)
Takayuki Aoki、Kiyoshi Furuichi、Dori Takahashi:“立体显示的离散元方法模拟”《日经科学》。
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今井陽介, 青木尊之: "IDO法によるLMR(Local Mesh Refinement)を用いた非圧縮性流体の高精度計算"日本機械学会・第15回計算力学講演会,講演論文集. 02,02. 441-442 (2002)
Yosuke Imai、Takayuki Aoki:“使用 IDO 方法使用 LMR(局部网格细化)进行不可压缩流体的高​​精度计算”日本机械工程师学会,第 15 届计算力学会议,论文集 02,02(2002 年)。
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西田青示, 青木尊之: "CADデータで表現した複雑形状に対するAMR法の格子生成と可視化"日本機械学会2002年度年次大会講演論文集. 02-1, I. 19-20 (2002)
Seiji Nishida、Takayuki Aoki:“用 CAD 数据表示的复杂形状的 AMR 方法的点阵生成和可视化”日本机械工程师学会 2002 年年会记录 02-1,I. 19-20 (2002)。
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