Measurement error as a source of QT dispersion: a computerised analysis

Objective-To establish a general method to estimate the measuring error in QT dispersion (QTD) determination, and to assess this error using a computer program for automated measurement of QTD. Subjects-Measurements were done on 1220 standard simultaneous 12 lead electrocardiograms. Design-The computer program was validated against two observers on a random subset of 100 electrocardiograms. Simple laws of physics require that at least five of the six extremity reads have the same QT duration. This allows the direct assessment of the error in measuring QTD derived from five extremity leads (QTD(5)). It also enables ST-T amplitude dependent distributions of measurement error in determining QT duration to be established. These QT error distributions were then used to estimate the error in measuring QTD from all 12 leads (QTD(12)). Main outcome measures-Mean and standard deviation of error in measuring QT duration, QTD(5), and QTD(12). Results-Performance of the program was comparable to that of observers. Errors in measuring QT duration (measured QT minus reference QT) fell from a mean (SD) of 6.9 (17.1) ms for ST-T amplitudes < 50 mu V to -1.4 (6.3) ms for amplitudes > 350 mu V. Measurement errors of QTD(5) and QTD(12) were 20.4 (11.5) ms and 29.4 (14.9) ms. Conclusions-The fact that no QTD can exist between five of the six extremity leads provides a means of estimating QTD measurement error. Measuring error of QT duration is dependent on ST-T amplitude. QTD measurement error is large compared with typical QTD values reported.