Abstract

The traditional cardiac model-building paradigm involves constructing a composite model using data collected from many cells. Equations are derived for each relevant cellular component (e.g., ion channel, exchanger) independently. After the equations for all components are combined to form the composite model, a subset of parameters is tuned, often arbitrarily and by hand, until the model output matches a target objective, such as an action potential. Unfortunately, such models often fail to accurately simulate behavior that is dynamically dissimilar (e.g., arrhythmia) to the simple target objective to which the model was fit. In this study, we develop a new approach in which data are collected via a series of complex electrophysiology protocols from single cardiac myocytes and then used to tune model parameters via a parallel fitting method known as a genetic algorithm (GA). The dynamical complexity of the electrophysiological data, which can only be fit by an automated method such as a GA, leads to more accurately parameterized models that can simulate rich cardiac dynamics. The feasibility of the method is first validated computationally, after which it is used to develop models of isolated guinea pig ventricular myocytes that simulate the electrophysiological dynamics significantly better than does a standard guinea pig model. In addition to improving model fidelity generally, this approach can be used to generate a cell-specific model. By so doing, the approach may be useful in applications ranging from studying the implications of cell-to-cell variability to the prediction of intersubject differences in response to pharmacological treatment.

Highlights

  • Mathematical models of cardiac electrophysiology trace their roots to Hodgkin and Huxley’s seminal work from 1952 [1]

  • We develop a new approach in which data are collected via a series of complex electrophysiology protocols from single cardiac myocytes and used to tune model parameters via a parallel fitting method known as a genetic algorithm (GA)

  • One of the main criteria for cardiac electrophysiology model quality is the ability of a model to describe the cardiac action potential

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Summary

Introduction

Mathematical models of cardiac electrophysiology trace their roots to Hodgkin and Huxley’s seminal work from 1952 [1]. The typical method for model development and parameterization is a bottom-up approach. Because individual quantification of all membrane currents requires many experiments, model-development data are typically taken from multiple laboratories, often using different experimental protocols with varying conditions such as temperature and solution composition that directly influence the ionic currents [7,8]. Such variations may be taken into account by the modeler, but extrapolations to other conditions are often based on sporadic data [9]

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