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Published on: May 19, 2015
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Multiscale Interactions in a 3D Model of the Contracting Ventricle
Ani Amar1, Sharon Zlochiver1, Ofer Barnea2
1Department of Biomedical Engineering, Faculty of Engineering, Tel Aviv University, Tel Aviv, 69978, Israel.
Cardiovascular Engineering and Technology
|November 19, 2015
Summary
This study presents a detailed multiscale model of the heart. The model simulates myocardial function, revealing how cellular mechanisms influence overall heart performance and contraction dynamics.
Area of Science:
- Biophysics
- Computational Biology
- Cardiovascular Physiology
Background:
- Understanding myocardial function requires integrating cellular electrophysiology and mechanics.
- Existing models often lack a comprehensive multiscale approach linking cellular activity to global heart performance.
Purpose of the Study:
- To develop and present a detailed biophysical multiscale model of the myocardium.
- To investigate the contribution of interrelated cellular mechanisms to global myocardial function.
- To simulate ventricular contraction, pressure generation, and load interactions.
Main Methods:
- Integrated cellular electrophysiology (Ten Tusscher-Noble-Noble-Panfilov model) with a four-state sarcomeric contraction model (Negroni and Lascano).
- Employed a reaction-diffusion equation for electrical excitation propagation.
- Utilized a 3D geometrical model of the ventricle based on anatomically oriented contracting fibers and intraventricular blood elements.
Main Results:
- The multiscale ventricle model successfully simulated mechanical contraction and pressure generation.
- The model demonstrated interactions between contractile elements, preload, and afterload, producing pressure-volume loops.
- Individual contributions of ion currents to myocardial function were elucidated.
Conclusions:
- The developed multiscale model provides a robust platform for studying myocardial function.
- This integrated approach allows for the investigation of cellular mechanisms' impact on global cardiac performance.
- The model is capable of simulating complex cardiac dynamics and load dependencies.

