Key result
The presence of RBBB increased the QT interval by 35.4 to 50.2 ms (p<0.05), but the formula QTcRBBB = 0.945*QTcRBBB − 26 accurately adjusted it to values similar to those without RBBB.
Why the study?
Identifying prolonged QT interval in RBBB has been problematic.
Does the formula QTcRBBB = 0.945*QTcRBBB − 26 accurately adjust the QT interval in patients with right bundle branch block?
Observational (n=212)
Does the formula QTcRBBB = 0.945*QTcRBBB − 26 accurately adjust the QT interval in patients with right bundle branch block?
Answers are grounded in this paper and cite their sources.
The formula QTcRBBB = 0.945*QTcRBBB − 26 provides an accurate method to adjust the QT interval in patients with right bundle branch block, preventing clinically significant overestimation.
Background Identifying prolonged QT interval in RBBB has been problematic.Methods Four approaches were compared to adjust for the QT prolongation in intermittent RBBB. The implications were assessed in a separate group of 200 persons with established RBBB.Results In 12 individuals, mean age 74.5 years with intermittent RBBB, the presence of RBBB significantly (p < 0.05) increased the QT interval in each of six different heart rate correction formulae by an amount ranging from 35.4 ms in the Hodges formula to 50.2 ms in the Bazett formula. Four different equations were tested to adjust the QT interval and one approach QTcRBBB = 0.945*QTcRBBB − 26 was the best method to adjust for the increased QT in RBBB as it produced a QT value that was not significantly different from the QT interval in the absence of RBBB in intermittent RBBB.Failure to adjust the QT interval in RBBB produces an overestimate of the QT interval which in some heart rate adjustment formulae was marked. For the Bazett heart rate adjustment approach QTc 450 ms was found in 73.9% of men and QTc over 460 ms was found in 60.6% of women.Conclusion These data suggest the implementation of a new approach to recalculate the QT intervals in RBBB. QTcRBBB = 0.945*QTcRBBB − 26 with an appropriate heart rate adjustment formula (other than the Bazett formula) accurately predicts the QT interval in the absence of RBBB.
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Simon W. Rabkin (2022) conducted an observational in Right bundle branch block (n=212). QT interval adjustment formula (QTcRBBB = 0.945*QTcRBBB − 26) vs. Unadjusted QT interval and other formulae was evaluated on QT interval increase due to RBBB (35.4 to 50.2 ms increase, p=<0.05). The presence of RBBB increased the QT interval by 35.4 to 50.2 ms (p<0.05), but the formula QTcRBBB = 0.945*QTcRBBB − 26 accurately adjusted it to values similar to those without RBBB.
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