Key result
Extended eikonal model replicates macro-re-entry ~8-fold faster than the monodomain model.
Why the study?
Detailed biophysical models are too computationally demanding for clinical digital twins, while standard eikonal models cannot reproduce the complex re-entrant dynamics of cardiac arrhythmias.
The extended eikonal model enables fast, near real-time simulations of cardiac arrhythmias, facilitating the development of patient-specific clinical digital twins.
Answers are grounded in this paper and cite their sources.
May enable faster arrhythmia simulations for digital twins; leaves open human translation after animal validation.
Precision cardiology based on cardiac digital twins relies on accurate yet computationally efficient simulations of cardiac electrophysiology and arrhythmias. Detailed biophysical models, such as the monodomain equation, are computationally demanding and therefore have limited applicability in clinical settings. It is thus desirable to develop reduced models that preserve the main physiological features of arrhythmic propagation while enabling faster computation. The standard eikonal model, an approximation of the monodomain model, effectively predicts the arrival times of the electrical wavefronts, but cannot reproduce the complex re‐entrant dynamics characteristic of many cardiac arrhythmias. In this work, we extend the eikonal model to include tissue re‐excitability, allowing it to capture re‐entries occurring during cardiac arrhythmias. Re‐excitability properties are inferred from the cable equation. The proposed formulation also incorporates tissue anisotropy and structural heterogeneities, such as scar and border zones. This structure separates the anatomical substrate for propagation from local restitution properties, which determine tissue recovery after excitation. When compared to the monodomain equation, our model reproduces anisotropic conduction and action potential duration with qualitative accuracy in cases involving macro re‐entries. Its computational efficiency and limited preprocessing requirements make it suitable for potential real‐time applications and integration within clinical digital twin frameworks. image Key points Re‐entry is a key mechanism sustaining cardiac arrhythmias, but detailed computer models can be too slow for patient‐specific clinical use. The eikonal model is fast, but normally describes only one activation wave and cannot reproduce repeated tissue excitation. We extend the eikonal model by adding tissue recovery, restitution properties and anisotropic conduction. The formulation separates local propagation, shaped by anatomy and conduction properties, from local tissue recovery, which can reflect cellular physiology. This fast approach reproduces major features of atrial and ventricular macro‐re‐entry and can support rapid screening of possible re‐entry circuits.
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Gander et al. (2026) studied Cardiac arrhythmias (ventricular tachycardia, atrial fibrillation) (n=2). Extended eikonal model with re-excitability vs. Monodomain equation model was evaluated on Simulation accuracy and computational speed compared to monodomain model. The extended eikonal model reproduced major features of atrial and ventricular macro-re-entry with qualitative accuracy and was 7 to 10 times faster than the monodomain model.
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