期刊文献+

基于精细解剖结构的左心室心肌缺血仿真 被引量:2

Simulation of left ventricular ischemia based on anatomically detailed geometry
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摘要 为解释心肌缺血诱发心律失常的机理,基于精细的人体心脏解剖数据,构建了一个整合的人体心室组织模型,并模拟了心肌缺血对折返波的影响.在处理无通量边界问题上,采用相场法来自动处理复杂的边界条件.通过增加缺血区域内细胞外钾离子浓度值,模拟了心肌缺血环境下折返波的传播过程.实验结果表明,折返波会随着缺血程度的改变而变化.随着缺血程度的增加,折返波越来越不稳定,甚至会发生断裂现象.缺血组织的心肌细胞动作电位也将发生改变,导致动作电位的空间不一致性. Based on the anatomically detailed geometry of human heart, an integrated human ventricle model is proposed to simulate the reentrant wave propagation for studying the generation mechanism of arrhythmia caused by myocardial isehemia. To deal with the no-flux boundary conditions, the phase-field method is adopted to automatically handle the complicated boundary conditions. Through increasing the concentration of extracellular K^+ in the ischemic region, reentrant spiral wave dynamics under different ischemic conditions is simulated. Experimental results show that the degree of myocardial isehemia would have an important influence on the behavior of wave propagation. With the increasing of myocardial ischemia, the reentrant wave would become more and more instable, which eventually leads to breakup. Although the reentrant wave can pass through the ischemic region, the behavior of action potentials of myocardial cells in the ischemic region would be different from the normal behavior, and the inconsistency of action potentials in space is the intrinsic reason for the emergence of arrhythmia.
出处 《哈尔滨工业大学学报》 EI CAS CSCD 北大核心 2011年第3期58-61,共4页 Journal of Harbin Institute of Technology
基金 国家高技术研究发展计划资助项目(2006AA01Z308) 国家自然科学基金资助项目(60872099)
关键词 电生理 心肌缺血 折返波 相场法 仿真 electrophysiology myocardial ischemia reentrant wave phase-field method simulation
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参考文献11

  • 1Ten TUSSCHER K H, BERNUS O, HREN R, et al. Comparison of electrophysiological models for human ventricular cells and tissues [ J ]. Progress in Biophysics and Molecular Biology, 2006, 90( 1/3 ) : 326 -345.
  • 2HEIDENREICH E A, RODRIGUEZ J F, DOBLARE M, et al. Electrical propagation patterns in a 3D region- ally ischemic human heart, a simulation study [ C ]// Proceedings of Computers in Cardiology 2009. Park Cit- y: IEEE, 2009 ~ 665 - 668.
  • 3Ten TUSSCHER K H, NOBLE D, NOBLE P J, et al. A model for human ventrieular tissue[ J]. American Jour- nal of Physiology-Heart and Circulator), Physiology, 2004, 286(4) : 1573 - 1589.
  • 4袁永峰,王宽全,田慧丽.二维人体心室心肌缺血模型中的折返波仿真研究[J].生物医学工程学杂志,2009,26(6):1329-1334. 被引量:1
  • 5KARMA A, RAPPEL W J. Quantitative phase-field modeling of dendritic gro~h in two antl three dimensions [J]. Physical Review E, 1998, 57(4) : 4323 -4349.
  • 6FENTON F H, CHERRY E M, KARMA A, et aL Model- ing wave propagation in realistic heart geometries using the phase-field method[J ]. Chaos, 2005, 15(1) : 013502.
  • 7BUENO-OROVIO A, PEREZ-GARCIA V M, FENTON F H~ Spectral methods for partial differential equations in irregular domains: the spectral smoothed boundary method [ J ]. SIAM Journal on Scientific Computing, 2006, 28(3): 886-900.
  • 8CLAYTON R H, PANFILOV A V. A guide to modeling cardiac electrical activity in anatomically detailed ventri- cles[J]. Progress in Biophysics and Molecular Biology, 2008, 96(1/3) : 19 -43.
  • 9朱浩,尹炳生,朱代谟.基于单个细胞动作电位计算心电:若干异常仿真心电图[J].生物物理学报,2001,17(1):123-134. 被引量:4
  • 10XU A, GUEVARA M R. Two forms of spiral-wave re- entry in an ionic model of ischemic ventricular mvocardi- um[J]. Chaos, 1998, 8(1): 157 -174.

二级参考文献17

  • 1杨均国 李治安.现代心电图学[M].北京:科学出版社,1997.152-192.
  • 2TUSSCHER K H W J, BERNUS O, HREN R, et al. Comparison of electrophysiological models for human ventricular cells and tissues[J]. Progress in Biophysiosics and Molecular Biology, 2006, 90:326-345.
  • 3TUSSCHER K H W J, NOBLE D, NOBLE P J, et al. A model for human ventricular tissue[J]. Am J Physiol Heart Circ Physiol, 2004, 286 : H1573-H1589.
  • 4XU A X. Computer simulation of reentrant spiral-wave activity in two-dimensional ventricular myocardium[D]. Montreal, Qubec, Canada: McGill University, 1997: 25-33.
  • 5SCHMITT O H. Biological information processing using the concept of interpenetrating domains[M]. New York: SpringerVerlag, 1969 : 325-331.
  • 6RUSH S, LARSEN H A. Practical algorithm for solving dynamic membrane equation[J]. IEEE Trans Biomed Eng, 1978, 25:389-392.
  • 7XIE F G, QU Z L, GARFINKEL A, et al. Electrophysiological heterogeneity and stability of reentry in simulated cardiac tissue[J]. Am J Physiol Heart Circ Phyaiol, 2001, 280 : H535- H545.
  • 8HASTINGS H M. Multiple mechanisms of spiral wave break- up in a model of cardiac electrical activity[J]. An Interdisciplinary Journal of Nonlinear Science, 2002, 12: 852-892.
  • 9QU Z L, XIE F G, GARFINKEL A,et al. Origins of spiral wave meander and breakup in a two-dimensional cardiac tissue model[J]. Annals of Biomedical Engineering, 2000, 28: 755- 771.
  • 10Liu Y,Circulation,1993年,88卷,1635页

共引文献3

同被引文献26

  • 1Panfilov A,Pertsov A.Ventricular fibrillation:evolution of the multiple-wavelet hypothesis.Philos T Roy Soc A,2001,359(1783):1315-1325.
  • 2Yan G X,Wu Y,Liu T X,et al.Phase 2 early afterdepolarization as a trigger of polymorphic ventricular tachycardia in acquired long-QT syndrome - Direct evidence from intracellular recordings in the intact left ventricular wall.Circulation,2001,103(23):2851- 2856.
  • 3Huffaker R B,Samade R,Weiss J N,et al.Tachycardia-induced early afterdepolarizations:Insights into potential ionic mechanisms from computer simulations.Comput Biol Med,2008,38(11-12):1140-1151.
  • 4Huffaker R B,Weiss J N,Kogan B.Effects of early afterdepolarizations on reentry in cardiac tissue:a simulation study.Am J Physiol-Heart C,2007,292(6):H3089-H3102.
  • 5Huffaker R,Lamp S T,Weiss J N,et al.Intracellular calcium cycling,early afterdepolarizations,and reentry in simulated long QT syndrome.Heart Rhythm,2004,1(4):441-448.
  • 6Sato D,Xie L H,Sovari A A,et al.Synchronization of chaotic early afterdepolarizations in the genesis of cardiac arrhythmias.Proc Natl Acad Sci USA,2009,106(9):2983-2988.
  • 7Tusscher K H,Panfilov A V.Modelling of the ventricular conduction system.Prog Biophys Mol Biol,2008,96(1-3):152-170.
  • 8Stewart P,Aslanidi O V,Noble D,et al.Mathematical models of the electrical action potential of Purkinje fibre cells.Philos T R Soc A,2009,367(1896):2225-2255.
  • 9Ten Tusscher K H W J,Panfilov A V.Alternans and spiral breakup in a human ventricular tissue model.Am J Physiol-Heart C,2006,291(3):H1088-H1100.
  • 10Gima K,Rudy Y.Ionic current basis of electrocardiographic waveforms - A model study.Circ Res,2002,90(8):889-896.

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