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计算机化QT分析算法。

Algorithms for computerized QT analysis.

作者信息

Xue Q, Reddy S

机构信息

Marquette Medical Systems, Inc., Milwaukee, Wisconsin 53223, USA.

出版信息

J Electrocardiol. 1998;30 Suppl:181-6. doi: 10.1016/s0022-0736(98)80072-1.

Abstract

Several methods for measurement of the offset, peak, and morphology of the T wave in multilead ECGs are reviewed and compared. The T wave offset is the most important and also the most difficult measurement for analysis of QT interval dispersion. Measurement methods compared here include (1) the point at which the T wave intersects the isoelectric line plus a threshold; (2) the point at which the derivative of T wave intersects the isoelectric line plus a threshold; (3) the intersection of the maximum slope of the T wave and the isoelectric line; (4) the intersection of a line fitted by least squares to the maximum slope of the T wave and an isoelectric line (LSI); and (5) the point at which the T wave area reaches 90% of the entire T wave area (TA). The reproducibility tests show that the LSI method has the best reproducibility of all the algorithms examined. Although the T wave peak is better defined than the T wave offset, it is not simple to find the right peak when there are multiple T wave peaks and when the T wave is flat and/or noisy. Methods to find T wave patterns with multiple peaks and to locate the point at which the T wave is flat and noisy are therefore reviewed here. Finally, the principal component analysis-based T wave complexity measurement and its relation to other QT interval dispersion measurements are discussed.

摘要

本文综述并比较了多种测量多导联心电图T波偏移、峰值和形态的方法。T波偏移是QT间期离散度分析中最重要且最具挑战性的测量指标。本文所比较的测量方法包括:(1)T波与等电位线交点加上一个阈值;(2)T波导数与等电位线交点加上一个阈值;(3)T波最大斜率与等电位线的交点;(4)通过最小二乘法拟合T波最大斜率得到的直线与等电位线的交点(LSI);(5)T波面积达到整个T波面积(TA)90%的点。重复性测试表明,在所有检测算法中,LSI方法具有最佳的重复性。尽管T波峰值比T波偏移更容易界定,但当存在多个T波峰值以及T波平坦和/或有噪声时,找到正确的峰值并非易事。因此,本文回顾了寻找具有多个峰值的T波形态以及定位T波平坦和有噪声点的方法。最后,讨论了基于主成分分析的T波复杂性测量及其与其他QT间期离散度测量的关系。

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