An advanced algorithm for solving partial differential equation in cardiac conduction
Z Qu, A Garfinkel - IEEE transactions on biomedical …, 1999 - ieeexplore.ieee.org
IEEE transactions on biomedical engineering, 1999•ieeexplore.ieee.org
… In this study, we will provide an advanced algorithm to integrate PDE’s for cardiac
conduction, which speeds up the simulation without losing accuracy. The basic techniques
we used are operator splitting and adaptive time step methods. … In this paper, we
suggested an advanced numerical method for integrating the PDE’s used in cardiac
conduction. This method is relatively simple but very effective in solving PDE’s from physiological
cardiac models. Our numerical simulation with the Phase I Luo–Rudy model showed an …
conduction, which speeds up the simulation without losing accuracy. The basic techniques
we used are operator splitting and adaptive time step methods. … In this paper, we
suggested an advanced numerical method for integrating the PDE’s used in cardiac
conduction. This method is relatively simple but very effective in solving PDE’s from physiological
cardiac models. Our numerical simulation with the Phase I Luo–Rudy model showed an …
An advanced integration method for solving reaction-diffusion-type equations for cardiac conduction is suggested. Operator splitting and adaptive time step methods were used in this method, which can significantly speed up integration while preserving accuracy.
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