Theoretical models for the quantification of lung injury using ventilation and perfusion distributions (Q634403)

Summary: This paper describes two approaches to modelling lung disease: one based on a multi-compartment statistical model with a log normal distribution of ventilation perfusion ratio (\(\dot V/\dot Q\)) values; and the other on a bifurcating tree which emulates the anatomical structure of the lung. In the statistical model, the distribution becomes bimodal, when the {\(\dot V/\dot Q\)} values of a randomly selected number of compartments are reduced by 85\% to simulate lung disease. For the bifurcating tree model a difference in flow to the left and right branches coupled with a small random variation in flow ratio between generations results in a log normal distribution of flows in the terminal branches. Restricting flow through branches within the tree to simulate lung disease transforms this log normal distribution to a bi-modal one. These results are compatible with those obtained from experiments using the multiple inert gas elimination technique, where log normal distributions of {\(\dot V/\dot Q\)} ratio become bimodal in the presence of lung disease.