Objective
To compare four heart rate correction formulas for calculation of the rate corrected QT interval (QTc) among infants and young children.
Study design
R and QT intervals were measured from digital electrocardiograms. QTc were calculated with the Bazett, Fridericia, Hodges, and Framingham formulas. QTc versus RR graphs were plotted, and slopes of the regression lines compared. Slopes of QTc-RR regression lines close to zero indicate consistent QT corrections over the range of heart rates.
Results
We reviewed electrocardiograms from 702 children, with 233 (33%) <1 year of age and 567 (81%) <2 years. The average heart rate was 122 ±20 bpm (median 121 bpm). The slopes of the QTc-RR regression lines for the four correction formulas were: −0.019 (Bazett); 0.1028 (Fridericia); −0.1241 (Hodges); and 0.2748 (Framingham). With the Bazett formula, a QTc >460 ms was 2 standard deviations above the mean, compared with “prolonged” QTc values of 414, 443, and 353 ms for the Fridericia, Hodges, and Framingham formulas, respectively.
Conclusions
The Bazett formula calculated the most consistent QTc; 460 msec is the best threshold for prolonged QTc. The study supports continued use of the Bazett formula for infants and children and differs from the use of the Fridericia correction during clinical trials of new medications.