TY - GEN
T1 - Towards Accurate and Model-Free QT Correction
AU - Räsänen, Esa
AU - Potapov, Ilya
AU - Solanpää, Janne
AU - Aalto-Setälä, Katriina
N1 - jufoid=72942
PY - 2021
Y1 - 2021
N2 - In the electrocardiogram (ECG), the QT interval is an important metric of risk for various adverse cardiovascular events and a key measure in cardiotoxicology. The main challenge in the interpretation of the QT measurement is its dependence on the heart rate, i.e., the RR intervals. To correct the QT interval for heart rate, a multitude of approximative methods have been developed, e.g., the power-law formulas of Bazett and Fridericia that are still in clinical use. However, these methods are known to under- or overcorrect the QT intervals, and none of the methods developed to date are universally applicable to different conditions. Here we present a QT correction method that is not based on models or empirical data, but directly utilizes information transfer between the RR and QT intervals during the measurement. The method dynamically adapts to a multitude of previous RR intervals and gives the QT correction as an output. We outline the essential principles of the method and provide a set of test results that demonstrate the stability of the corrected QT values in comparison with the conventional correction methods.
AB - In the electrocardiogram (ECG), the QT interval is an important metric of risk for various adverse cardiovascular events and a key measure in cardiotoxicology. The main challenge in the interpretation of the QT measurement is its dependence on the heart rate, i.e., the RR intervals. To correct the QT interval for heart rate, a multitude of approximative methods have been developed, e.g., the power-law formulas of Bazett and Fridericia that are still in clinical use. However, these methods are known to under- or overcorrect the QT intervals, and none of the methods developed to date are universally applicable to different conditions. Here we present a QT correction method that is not based on models or empirical data, but directly utilizes information transfer between the RR and QT intervals during the measurement. The method dynamically adapts to a multitude of previous RR intervals and gives the QT correction as an output. We outline the essential principles of the method and provide a set of test results that demonstrate the stability of the corrected QT values in comparison with the conventional correction methods.
KW - Heart rate
KW - Measurement
KW - Adaptation models
KW - Computational modeling
KW - Electrocardiography
KW - Stability analysis
KW - Data models
U2 - 10.23919/CinC53138.2021.9662828
DO - 10.23919/CinC53138.2021.9662828
M3 - Conference contribution
T3 - Computing in cardiology
SP - 1
EP - 4
BT - 2021 Computing in Cardiology (CinC)
T2 - Computing in cardiology
Y2 - 13 September 2021 through 15 September 2021
ER -