This study aims to understand the effect of variations in cardiac conductivity values on defibrillation thresholds in a simple heart-in-a-bath model. A generalised polynomial chaos approach is used to generate 41 sets of four cardiac conductivity values based on the three commonly used data sets. Simulations, using the bidomain equations, are per-formed on an isolated heart placed in a bath with a pair of defibrillation paddles, of varying potential differences, at the sides of the bath. The polynomial chaos approach allows the calculation of mean and variance of extracellu-lar potential and potential gradient fields within the heart. The results show that conductivity values have a significant effect on the thresholds required to defibrill...
Heart rate-dependent alterations in the duration of the electrically active state of cardiac cells, ...
The heart is an electro-mechanical system. In 2010 about 4.25 million people died from cardiac arrhy...
Ventricular fibrillation is examined to determine whether it is an instance of deterministic chaos. ...
The membrane electric potential of the human heart depends on numerous of ionic channels and concent...
Accurate values for the six cardiac conductivities of the bidomain model are crucial for meaningful ...
he aim of this thesis is to analyze the effects of time variations of the gap junctions (GJ) conduct...
The development of a mathematical law for chaotic dynamical systems has allowed to develop a methodo...
Modelling the cardiac electrophysiology entails dealing with the uncertainties related to the input ...
Electrical turbulence in cardiac tissue is associated with arrhythmias such as life-threatening vent...
Background. An exponential law for chaotic cardiac dynamics, found previously, allows the quantifica...
<p>To understand the underlying mechanisms of cardiac arrhythmias, computational models are used to ...
It is well known that the electrical signals generated by the heart exhibit nonlinear, chaotic dynam...
A series of related new models for the local dynamics of cardiac tissue is introduced. The models ar...
Cardiac arrhythmias and fibrillation are potentially life threatening diseases that can result from ...
To understand the underlying mechanisms of cardiac arrhythmias, computational models are used to stu...
Heart rate-dependent alterations in the duration of the electrically active state of cardiac cells, ...
The heart is an electro-mechanical system. In 2010 about 4.25 million people died from cardiac arrhy...
Ventricular fibrillation is examined to determine whether it is an instance of deterministic chaos. ...
The membrane electric potential of the human heart depends on numerous of ionic channels and concent...
Accurate values for the six cardiac conductivities of the bidomain model are crucial for meaningful ...
he aim of this thesis is to analyze the effects of time variations of the gap junctions (GJ) conduct...
The development of a mathematical law for chaotic dynamical systems has allowed to develop a methodo...
Modelling the cardiac electrophysiology entails dealing with the uncertainties related to the input ...
Electrical turbulence in cardiac tissue is associated with arrhythmias such as life-threatening vent...
Background. An exponential law for chaotic cardiac dynamics, found previously, allows the quantifica...
<p>To understand the underlying mechanisms of cardiac arrhythmias, computational models are used to ...
It is well known that the electrical signals generated by the heart exhibit nonlinear, chaotic dynam...
A series of related new models for the local dynamics of cardiac tissue is introduced. The models ar...
Cardiac arrhythmias and fibrillation are potentially life threatening diseases that can result from ...
To understand the underlying mechanisms of cardiac arrhythmias, computational models are used to stu...
Heart rate-dependent alterations in the duration of the electrically active state of cardiac cells, ...
The heart is an electro-mechanical system. In 2010 about 4.25 million people died from cardiac arrhy...
Ventricular fibrillation is examined to determine whether it is an instance of deterministic chaos. ...