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Multiple components in the unipolar electrogram: a simulation study in a three-dimensional model of ventricular
B Taccardi1, S Veronese, P C Franzone
1Nora Eccles Harrison Cardiovascular Research and Training Institute, University of Utah, Salt Lake City 84112-5000, USA.
Journal of Cardiovascular Electrophysiology
|November 17, 1998
Summary
A novel numerical model reveals a "reference" potential drift affecting unipolar electrogram (EG) interpretation. This drift explains inconsistencies in cardiac electrical activity models and EG waveform analysis.
Area of Science:
- Computational Biology
- Electrophysiology
- Biophysics
Background:
- Traditional models of cardiac electrical activity, such as the uniform and oblique dipole layers, struggle to explain experimental electrogram (EG) data.
- Inconsistencies between existing models and experimental findings necessitate a reevaluation of unipolar EG interpretation.
Purpose of the Study:
- To develop and utilize a numerical model simulating excitation spread in myocardial tissue.
- To identify factors influencing the shape, amplitude, and polarity of unipolar electrograms (EGs).
Main Methods:
- A parallelepipedal bidomain model of myocardial tissue with anisotropic properties and fiber rotation was implemented.
- Eikonal equations calculated excitation spread, and fixed action potential shapes determined potential distributions.
- Unipolar electrograms (EGs) were computed from time-varying potential distributions at multiple sites.
Main Results:
- Unipolar QRS waveforms are composed of a "field" component (wavefront proximity) and a newly identified "reference" component.
- The "reference" component arises from the drift of the reference potential during excitation spread.
- This reference potential shifts from positive to negative extremes during excitation propagation.
Conclusions:
- The reference potential drift reconciles discrepancies between cardiac models and observed EG shapes.
- This drift impacts the assessment of excitation/recovery times and QRS/ST-T areas.
- Correcting for reference potential drift restores consistency between potential distributions and electrographic waveforms.