2002
DOI: 10.1109/tbme.2002.803516
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Use of topological charge to determine filament location and dynamics in a numerical model of scroll wave activity

Abstract: The unique time course of an excitable element in cardiac tissue can be represented as the phase of its trajectory in state space. A phase singularity is defined as a spatial point where the surrounding phase values changes by a total of 2 pi, thereby forming the organizing center for a reentrant excitatory wave, a phenomenon which occurs in cardiac fibrillation. In this paper, we describe a methodology to detect the singular filament in numeric simulations of three-dimensional (3-D) scroll waves by using the … Show more

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Cited by 69 publications
(53 citation statements)
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“…16,22 Trajectories in phase space were not markedly affected by global myocardial ischemia (see online-only Data Supplement for details). Phase singularities (PS) were identified by a method based on topological charge, 23 and wavefronts were identified as lines of zero phase. Wavefront lengths were estimated by adding together the distances between pixels located on the wavefronts.…”
Section: Phase Singularities and Wavefrontsmentioning
confidence: 99%
“…16,22 Trajectories in phase space were not markedly affected by global myocardial ischemia (see online-only Data Supplement for details). Phase singularities (PS) were identified by a method based on topological charge, 23 and wavefronts were identified as lines of zero phase. Wavefront lengths were estimated by adding together the distances between pixels located on the wavefronts.…”
Section: Phase Singularities and Wavefrontsmentioning
confidence: 99%
“…Given (t), the spatial phase maps can be created, and PSs can be identified. The PS is the spatial point at which all phase values converge (62) and may be localized by means of topological charge calculation (9,24), defined as (23,44),…”
Section: Experimental Preparationmentioning
confidence: 99%
“…Phase was then calculated independently for each grid point using (t)ϭatan2[V(t),HV(t)], where V(t) and HV(t) represent the interpolated voltage and Hilbert transform, respectively. The spatial distributions of phase were analyzed with a topological charge technique 13 to locate the phase singularities (PSs) associated with the ends of wavefronts such as at the tip of a reentrant wave.…”
Section: Activation Times Phase Phase Singularities and Wavefrontsmentioning
confidence: 99%