Key result
Mathematical modeling of the pulmonary vasculature confirms spatial perfusion heterogeneity is time-dependent.
Why the study?
Most computational models of pulmonary vasculature neglect structural heterogeneities or temporal dynamics, limiting accuracy in predicting lung function in non-diffuse disease.
A mathematical model incorporating both spatial and temporal heterogeneity in pulmonary perfusion can predict features of pulmonary hypertension.
Improved heterogeneous models may enhance predictions of focal lung disease; leaves open clinical validation before practice change.
Heterogeneity in pulmonary microvascular blood flow (perfusion) provides an early indicator of lung disease or disease susceptibility. However, most computational models of the pulmonary vasculature neglect structural heterogeneities, and are thus not accurate predictors of lung function in disease that is not diffuse (spread evenly through the lung). Models that do incorporate structural heterogeneity have either neglected the temporal dynamics of blood flow, or the structure of the smallest blood vessels. Larger than normal oscillations in pulmonary capillary calibre, high oscillatory stress contribute to disease progression. Hence, a model that captures both spatial and temporal heterogeneity in pulmonary perfusion could provide new insights into the early stages of pulmonary vascular disease. Here, we present a model of the pulmonary vasculature, which captures both flow dynamics, and the anatomic structure of the pulmonary blood vessels from the right to left heart including the micro-vasculature. The model is compared to experimental data in normal lungs. We confirm that spatial heterogeneity in pulmonary perfusion is time-dependent, and predict key features of pulmonary hypertensive disease using a simple implementation of increased vascular stiffness. doi:10.1017/S1446181118000111
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Clark et al. (2018) studied Pulmonary vascular disease. Mathematical model of the pulmonary vasculature was evaluated on Spatial and temporal heterogeneity in pulmonary perfusion. A mathematical model of the pulmonary vasculature capturing flow dynamics and anatomic structure confirmed that spatial heterogeneity in pulmonary perfusion is time-dependent.
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