The QT interval is inversely related to the heart rate. A prolonged QT interval conveys adverse outcomes. A Bazett's corrected QT of 0.54 conveys a 1.7-fold increased risk of cardiac events, while a QTc of 0.64 conveys a 2.8-fold increased risk.
Bazett's formula:
Most studies involving QT interval corrections in the literature use Bazett's formula, defined as the observed QT interval divided by the square root of the R-R interval in seconds. A corrected QT interval of > 440 msec is defined as abnormal. However, linear correction formulae provide a better fit of the data than the Bazett's formula. Therefore, Hodges' correction, a linear correction formula, is used in the nomogram below, with data derived from MacFarlane & Veitch-Lawrie.
Use of the QT nomogram (Hodges correction)
The best leads in which to measure the QT interval are either V2 or V3, because the end of the T wave can usually be clearly distinguished from the beginning of the U wave, and these leads
also normally contain the largest U waves. If the rate is regular, use the mean rate of the QRS complexes. If the rate is irregular, calculate the rate from the immediately prior R-R cycle, because this cycle determines the subsequent Q-T interval. Use the numbers ;; you have obtained to determine the classification of the QT interval from the nomogram below. A useful number to remember is that at heart rates of 40 bpm, an observed QT interval > 480 msec is abnormal.
The four major causes of a prolonged QT interval:
The four causes of a short QT interval:
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