The results obtained using O2 are similar to those obtained using N2O, and are not shown here. In (25), we have chosen indicator gas parameters MN2O=0.06MN2O=0.06v/vv/v, AN2O=0.03AN2O=0.03v/vv/v, which is a non-toxic concentration level for N2O. Table 1 compares the continuous

ventilation model with the tidal ventilation model, using data obtained from a healthy male volunteer. The results in Table 1 are also plotted in Fig. 3(a)–(c), where standard deviations of the results obtained using the proposed tidal ventilation model are shown as error bars. Fig. 3(a)–(c) compares the estimate obtained using the continuous ventilation model with the average values of the estimates produced by the tidal ventilation model at different forcing frequencies in one http://www.selleckchem.com/products/s-gsk1349572.html individual. Estimated values of VD using the mean and linear regression approaches are shown in Table 2. Three types of results are presented: results obtained using CO2, results obtained using N2O, and results obtained using both CO2 and N2O. Results obtained using indicator gas O2 are similar to those using N2O, and are not shown here. Fig. 4 shows V

 A and Q˙P results from all human volunteers. Table 3 compares the results derived from the continuous model with the tidal ventilation model. Results of VD, shown in Table 3, obtained using the continuous model are, with experimental error, the same as those obtained using the tidal model. Hence, they are this website not plotted in Fig. 4. It is acknowledged that the two models described in this work have only a single alveolar compartment and a single dead space compartment. The great advantage of these models is that they can be “inverted” when real physiological data is inserted in them to reveal estimates of physiological variables which have meaning

to the clinician or physiologist. Due to their simplicity, they can only be used to describe relatively healthy lungs. However, as Whiteley et al. (Whiteley et al., 2000) demonstrated, the use of mathematical models with most more than one lung compartment can lead to great difficulty in reaching an inverse solution for the respiratory variables of dead space, alveolar volume, and pulmonary blood flow when the subject’s lung is inhomogeneous. Also, such models do not lend themselves readily to physiological interpretation. This is why simple one-alveolar lung compartment models have survived the succeeding decades after they were first proposed (Hahn and Farmery, 2003). Our techniques are likely to be valid in exercise testing in subjects or patients without overt lung disease, and could be applied to the field of human exercise physiology, as pioneered by Luijendijk et al. (Luijendijk et al., 1981) for the forced inspired sine wave technique. We have not yet evaluated the techniques for patients with severe lung disease.