• Title of article

    A new approach to the determination of cardiac potential distributions: Application to the analysis of electrode configurations

  • Author/Authors

    Johnston، نويسنده , , Barbara M. and Johnston، نويسنده , , Peter R. and Kilpatrick، نويسنده , , David، نويسنده ,

  • Issue Information
    روزنامه با شماره پیاپی سال 2006
  • Pages
    22
  • From page
    288
  • To page
    309
  • Abstract
    This paper presents a mathematical model and new solution technique for studying the electric potential in a slab of cardiac tissue. The model is based on the bidomain representation of cardiac tissue and also allows for the effects of fibre rotation between the epicardium and the endocardium. A detailed solution method, based on Fourier Series and a simple one-dimensional finite difference scheme, for the governing equations for electric potential in the tissue and the blood, is also presented. This method has the advantage that the potential can be calculated only at points where it is required, such as the measuring electrodes. The model is then used to study various electrode configurations which have been proposed to determine cardiac tissue conductivity parameters. electrode configurations are analysed in terms of electrode spacing, placement position and the effect of including fibre rotation: the usual surface four-electrode configuration; a single vertical analogue of this and a two probe configuration, which has the current electrodes on one probe and the measuring electrodes on the other, a fixed distance away. It is found that including fibre rotation has no effect on the potentials measured in the first two cases; however, in the two probe case, non-zero fibre rotation causes a significant drop in the voltage measured. This leads to the conclusion that it is necessary to include the effects of fibre rotation in any model which involves the use of multiple plunge electrodes.
  • Keywords
    Anisotropy , Simulation , Conductivity values , bidomain model , Fibre rotation , Point electrodes
  • Journal title
    Mathematical Biosciences
  • Serial Year
    2006
  • Journal title
    Mathematical Biosciences
  • Record number

    1588950