Article ID Journal Published Year Pages File Type
505384 Computers in Biology and Medicine 2014 13 Pages PDF
Abstract

•A multi-scale model of the left ventricle and circulation is presented.•This model helps studying idiopathic dilated cardiomyopathy (IDC) in a multi-scale context.•It can reproduce well-known characteristics of the disease by varying key parameters.•It provides insight on IDC by trying to explain potential mechanisms at multiple biological scales.•It could be applied to simulate other pathological cases or pharmacological intervention.

Mathematical modelling has been used to comprehend the pathology and the assessment of different treatment techniques such as heart failure and left ventricular assist device therapy in the cardiovascular field. In this study, an in-silico model of the heart is developed to understand the effects of idiopathic dilated cardiomyopathy (IDC) as a pathological scenario, with mechanisms described at the cellular, protein and organ levels. This model includes the right and left atria and ventricles, as well as the systemic and pulmonary arteries and veins.First, a multi-scale model of the whole heart is simulated for healthy conditions. Subsequently, the model is modified at its microscopic and macroscopic spatial scale to obtain the characteristics of IDC. The extracellular calcium concentration, the binding affinity of calcium binding proteins and the maximum and minimum elastances have been identified as key parameters across all relevant scales. The modified parameters cause a change in (a) intracellular calcium concentration characterising cellular properties, such as calcium channel currents or the action potential, (b) the proteins being involved in the sliding filament mechanism and the proportion of the attached crossbridges at the protein level, as well as (c) the pressure and volume values at the organ level. This model allows to obtain insight and understanding of the effects of the treatment techniques, from a physiological and biological point of view.

Related Topics
Physical Sciences and Engineering Computer Science Computer Science Applications
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