DocumentCode
3562310
Title
The modified bidomain model with periodic diffusive inclusions
Author
Coudiere, Yves ; Davidovic, Andjela ; Poignard, Clair
Author_Institution
INRIA, Bordeaux, France
fYear
2014
Firstpage
1033
Lastpage
1036
Abstract
Bidomain equations are the standard way to model the electric potential in cardiac tissue. They are based on the fact that active cardiomyocytes are present everywhere in the heart, while it is known that non-small regions exist where additional extracellular media take place. These regions, which play an important role in diseased hearts, are often taken into account through ad-hoc rough tuning of the tissue conductivities. In this work, we introduce a rigorous way to derive these conductivities from a microscopic description of the heterogeneities in the tissue.
Keywords
bioelectric potentials; biological tissues; cardiology; cellular biophysics; convergence of numerical methods; diseases; electrical conductivity; active cardiomyocytes; ad-hoc rough tuning; cardiac tissue; convergence; diffusive volume ratio; electric potential model; extracellular media; fibrotic tissue; heart disease; homogenized equations; microscopic model; modified bidomain model; numerical analysis; periodic diffusive inclusions; tissue conductivity; tissue heterogeneity; Conductivity; Electric potential; Equations; Heart; Mathematical model; Numerical models; Standards;
fLanguage
English
Publisher
ieee
Conference_Titel
Computing in Cardiology Conference (CinC), 2014
ISSN
2325-8861
Print_ISBN
978-1-4799-4346-3
Type
conf
Filename
7043222
Link To Document