Math @ Duke
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Publications [#244116] of David G. Schaeffer
Papers Published
- Schaeffer, DG; Ying, W; Zhao, X, Asymptotic approximation of an ionic model for cardiac restitution.,
Nonlinear dynamics, vol. 51 no. 1-2
(January, 2008),
pp. 189-198, ISSN 0924-090X [19122809], [doi]
(last updated on 2024/04/24)
Abstract: Cardiac restitution has been described both in terms of ionic models-systems of ODE's-and in terms of mapping models. While the former provide a more fundamental description, the latter are more flexible in trying to fit experimental data. Recently we proposed a two-dimensional mapping that accurately reproduces restitution behavior of a paced cardiac patch, including rate dependence and accommodation. By contrast, with previous models only a qualitative, not a quantitative, fit had been possible. In this paper, a theoretical foundation for the new mapping is established by deriving it as an asymptotic limit of an idealized ionic model.
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