DocumentCode
3070071
Title
Mathematical model of reentry of cardiac excitation
Author
Rudy, Yoram ; Quan, Weilum
Author_Institution
Dept. of Biomed. Eng., Case Western Reserve Univ., Cleveland, OH, USA
fYear
1989
fDate
19-22 Sep 1989
Firstpage
135
Lastpage
136
Abstract
A computer model of a ring-shaped cardiac fiber was used to examine responses of propagation to premature stimuli under different degrees of cell-to-cell coupling and membrane excitability. Nonsustained and sustained reentries were induced by a properly timed premature stimulus. The likelihood of inducing reentry is proportional to the degree of cellular uncoupling, demonstrating the importance of cellular uncoupling in the genesis of reentry. Alternans in action potential duration were also demonstrated during circus movement and were caused by the alternating kinetic properties of the slow ionic currents
Keywords
cardiology; physiological models; action potential duration; alternating kinetic properties; cardiac excitation reentry; cell-to-cell coupling; cellular uncoupling; circus movement; computer model; mathematical model; membrane excitability; premature stimuli; ring-shaped cardiac fiber; slow ionic currents; Biomedical computing; Biomedical engineering; Biomembranes; Cardiac tissue; Ischemic pain; Kinetic theory; Mathematical model; Myocardium; Propagation delay; Rhythm;
fLanguage
English
Publisher
ieee
Conference_Titel
Computers in Cardiology 1989, Proceedings.
Conference_Location
Jerusalem
Print_ISBN
0-8186-2114-1
Type
conf
DOI
10.1109/CIC.1989.130502
Filename
130502
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