Literature DB >> 9254984

The effects of inhomogeneities and anisotropies on electrocardiographic fields: a 3-D finite-element study.

R N Klepfer1, C R Johnson, R S Macleod.   

Abstract

The aim of this study was to quantify the effects of selected inhomogeneities and anisotropies on computed electric potential fields associated with the electrocardiographic forward problem. The model construction was based on the Utah Torso model and included geometry for major anatomical structures such as subcutaneous fat, skeletal muscle, and lungs, as well as for epicardial fatpads, major arteries and veins, and the sternum, ribs, spine, and clavicles. Measured epicardial potentials served as the electrical source for solutions to the electrocardiographic forward problems computed using the finite element method (FEM). The geometry of the torso model for each simulation was constant, but different combinations of conductivities were assigned to individual organs or tissues. Comparisons of different conductivity combinations followed one of two basic schemes: 1) a homogeneous torso served as the reference against which we compared simulations with a single organ or tissue and assigned its nominal conductivity, or 2) a fully inhomogeneous torso served as the reference and we removed the effect of individual organs or tissues by assigning it the homogeneous conductivity value. When single inhomogeneities were added to an otherwise homogeneous isotropic model, anisotropic skeletal muscle (at a 15:1 anisotropy ratio) and the right and left lung had larger average effects (12.8, 12.7, and 12.1% relative error (RE), respectively) than the other inhomogeneities tested. Our results for removing single inhomogeneities show that the subcutaneous fat, the anisotropic skeletal muscle (with the degree of anisotropy equal to 7:1), and the lungs have larger average impacts on the body surface potential distributions than other elements of the model (with values of 14.9, 12.6, and 11.7% RE, respectively). The results also show that the size of the effect depended strongly on the distribution of epicardial potentials. The results of this study suggest that accurate representation of tissue inhomogeneity has a significant effect on the accuracy of the forward solution, with regions near the torso surface playing a larger role, in general, than those near the heart.

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Year:  1997        PMID: 9254984     DOI: 10.1109/10.605427

Source DB:  PubMed          Journal:  IEEE Trans Biomed Eng        ISSN: 0018-9294            Impact factor:   4.538


  20 in total

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2.  Impact of surrounding tissue on conductance measurement of coronary and peripheral lumen area.

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3.  A 3D geometrical model of the man and the monkey Pavian anubis torso.

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5.  Finite difference and lead field methods in designing implantable ECG monitor.

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6.  ML and MAP estimation of parameters for the Kalman filter and smoother applied to electrocardiographic imaging.

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7.  Evaluation of multivariate adaptive non-parametric reduced-order model for solving the inverse electrocardiography problem: a simulation study.

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8.  Computing volume potentials for noninvasive imaging of cardiac excitation.

Authors:  A W Maurits van der Graaf; Pranav Bhagirath; Vincent J H M van Driel; Hemanth Ramanna; Jacques de Hooge; Natasja M S de Groot; Marco J W Götte
Journal:  Ann Noninvasive Electrocardiol       Date:  2014-07-17       Impact factor: 1.468

9.  Regional electric field induced by electroconvulsive therapy in a realistic finite element head model: influence of white matter anisotropic conductivity.

Authors:  Won Hee Lee; Zhi-De Deng; Tae-Seong Kim; Andrew F Laine; Sarah H Lisanby; Angel V Peterchev
Journal:  Neuroimage       Date:  2011-10-18       Impact factor: 6.556

10.  Accuracy of single-dipole inverse solution when localising ventricular pre-excitation sites: simulation study.

Authors:  R Hren; G Stroink; B M Horácek
Journal:  Med Biol Eng Comput       Date:  1998-05       Impact factor: 2.602

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