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  4. Numerical Solution of the Monodomain Equation: an Inverse Problem for Infarction Models
 
semester or other student projects

Numerical Solution of the Monodomain Equation: an Inverse Problem for Infarction Models

Froustey, Emmanuel Augustin Julien  
2012

This project deals with the finite element approximation of an inverse problem for the monodomain equation, which models the propagation of the electrical potential in the cardiac muscle. The goal consists in recovering the shape of an infarcted area inside the cardiac muscle by measuring the electrical potential at the border of the domain, which is the principle of electrocardiograms (ECG). We consider a problem in two dimensions with implementations in FreeFem++.

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Type
semester or other student projects
Author(s)
Froustey, Emmanuel Augustin Julien  
Advisors
Dede', Luca  
Date Issued

2012

Subjects

Electrical potential

•

Infarct models

•

Inverse problem

•

Finite Element method

Note

Semester project, Computational Science and Engineering project II

Written at

EPFL

EPFL units
CMCS  
Use this identifier to reference this record
https://infoscience.epfl.ch/handle/20.500.14299/84306
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