This work is concerned with the development of numerically efficient approaches to integrated cardiac electrophysiology within the bidomain setting. While the excitation of cardiac tissue involves two field variables, namely the transmembrane potential and the extracellular potential, the electric activity of the torso involves the extracellular field only. Two partial differential equations define the electrophysiological behavior of the heart, and one of these equations contains a highly non-linear current term that is modeled by the ten Tusscher model. The linear and time-independent nature of the differential equations describing the electrical behavior of torso enables us to propose computationally efficient approaches. The coupling of...
A model for the electromechanical activity of the heart tissue is introduced. We present a summary o...
In this paper we consider cardiac electrical activity through bidomain model, to describe the electr...
We propose a novel, unconditionally stable and fully coupled finite element method for the bidomain ...
An accurate understanding of cardiac function necessitates the knowledge of regulation of electromec...
This paper deals with mathematical models of cardiac bioelectric activity at both the cell and tissu...
Given the relevance of cardiac maladies in today's society, investigation driven towards the underst...
We propose a novel, monolithic, and unconditionally stable finite element algorithm for the bidomain...
The electrical activation of the heart is the biological process that regulates the contraction of t...
This paper introduces different numerical strategies in computational electrophysiology, based on th...
This book covers the main mathematical and numerical models in computational electrocardiology, rang...
We developed a three-dimensional finite element model of the electrical activity of the whole heart ...
Abstract. This paper introduces different numerical strategies in computational elec-trophysiology, ...
In this project, we develop a Finite Element Method (FEM) formulation that solves the cardiac electr...
Advanced multiscale models in computational electrocardiology offer a detailed representation of the...
We developed a finite element model of the electrical activity of the whole heart embedded in the to...
A model for the electromechanical activity of the heart tissue is introduced. We present a summary o...
In this paper we consider cardiac electrical activity through bidomain model, to describe the electr...
We propose a novel, unconditionally stable and fully coupled finite element method for the bidomain ...
An accurate understanding of cardiac function necessitates the knowledge of regulation of electromec...
This paper deals with mathematical models of cardiac bioelectric activity at both the cell and tissu...
Given the relevance of cardiac maladies in today's society, investigation driven towards the underst...
We propose a novel, monolithic, and unconditionally stable finite element algorithm for the bidomain...
The electrical activation of the heart is the biological process that regulates the contraction of t...
This paper introduces different numerical strategies in computational electrophysiology, based on th...
This book covers the main mathematical and numerical models in computational electrocardiology, rang...
We developed a three-dimensional finite element model of the electrical activity of the whole heart ...
Abstract. This paper introduces different numerical strategies in computational elec-trophysiology, ...
In this project, we develop a Finite Element Method (FEM) formulation that solves the cardiac electr...
Advanced multiscale models in computational electrocardiology offer a detailed representation of the...
We developed a finite element model of the electrical activity of the whole heart embedded in the to...
A model for the electromechanical activity of the heart tissue is introduced. We present a summary o...
In this paper we consider cardiac electrical activity through bidomain model, to describe the electr...
We propose a novel, unconditionally stable and fully coupled finite element method for the bidomain ...