Why the study?
Spatially discordant alternans promote arrhythmogenesis through steep repolarization gradients facilitating conduction block and reentry, but have traditionally been studied primarily using electrical indicators rather than magnetic field signatures.
Can magnetic field measurements effectively detect spatially discordant alternans compared to conventional electrophysiological metrics in a cardiac fiber model?
Can magnetic field measurements effectively detect spatially discordant alternans compared to conventional electrophysiological metrics in a cardiac fiber model?
Cardiac magnetic field measurements offer a potential noninvasive diagnostic tool for detecting spatially discordant alternans and assessing arrhythmic risk.
Should not yet change practice for detecting discordant alternans; leaves open whether magnetic signatures hold beyond 1D fiber models.
Spatially discordant alternans (SDA) play a crucial role in cardiac arrhythmogenesis by creating steep repolarization gradients facilitating conduction block and reentry. While traditionally studied using electrical indicators, this work provides an alternative perspective by characterizing SDA through their magnetic field signatures. Using a one-dimensional idealized cardiac fiber model, we demonstrate that magnetic-field measurements effectively detect SDA and temperature-dependent changes in cardiac action potentials, offering a noninvasive alternative to conventional electrophysiological metrics. Our results reveal that the spatial organization of SDA is mirrored in the distribution of the magnetic field, with SDA nodes clearly identifiable via spatial mapping. Notably, magnetic restitution curves exhibit a distinct pattern from action potential duration (APD)-based indicators, closely following the dynamics of the action potential upstroke. These findings establish the cardiac magnetic field as a powerful diagnostic tool for detecting SDA, opening alternative avenues for biomagnetic monitoring of arrhythmic risk.
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Crispino et al. (2025) studied this question.
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