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Gemmell, PM; Gillette, K; Balaban, G; Rajani, R; Vigmond, EJ; Plank, G; Bishop, MJ.
A computational investigation into rate-dependant vectorcardiogram changes due to specific fibrosis patterns in non-ischæmic dilated cardiomyopathy.
Comput Biol Med. 2020; 123:103895 Doi: 10.1016/j.compbiomed.2020.103895 [OPEN ACCESS]
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Co-Autor*innen der Med Uni Graz
Gillette Karli
Plank Gernot
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Abstract:
Patients with scar-associated fibrotic tissue remodelling are at greater risk of ventricular arrhythmic events, but current methods to detect the presence of such remodelling require invasive procedures. We present here a potential method to detect the presence, location and dimensions of scar using pacing-dependent changes in the vectorcardiogram (VCG). Using a clinically-derived whole-torso computational model, simulations were conducted at both slow and rapid pacing for a variety of scar patterns within the myocardium, with various VCG-derived metrics being calculated, with changes in these metrics being assessed for their ability to discern the presence and size of scar. Our results indicate that differences in the dipole angle at the end of the QRS complex and differences in the QRS area and duration may be used to predict scar properties. Using machine learning techniques, we were also able to predict the location of the scar to high accuracy, using only these VCG-derived rate-dependent changes as input. Such a non-invasive predictive tool for the presence of scar represents a potentially useful clinical tool for identifying patients at arrhythmic risk.
Find related publications in this database (using NLM MeSH Indexing)
Cardiomyopathy, Dilated - diagnostic imaging
Cicatrix - administration & dosage
Electrocardiography - administration & dosage
Fibrosis - administration & dosage
Heart Ventricles - administration & dosage
Humans - administration & dosage
Myocardium - administration & dosage

Find related publications in this database (Keywords)
Vectorcardiogram
Non-ischaemic dilated cardiomyopathy
Scar
Fibrosis
Conduction slowing
Computer modelling
Random forests
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