| Literature DB >> 28446881 |
Samuel Mailhot-Larouche1, Mélanie Lachance1, Michela Bullone2, Cyndi Henry1, Ronald J Dandurand3, Louis-Philippe Boulet1, Michel Laviolette1, Gregory G King4,5,6, Claude S Farah4,5,7,8, Ynuk Bossé1.
Abstract
A non-invasive index of airway distensibility is required to track airway remodeling over time. The forced oscillation technique (FOT) provides such an index by measuring the change in respiratory system conductance at 5 Hz over the corresponding change in lung volume (ΔGrs5/ΔVL). To become useful clinically, this method has to be reproducible and easy to perform. The series of breathing maneuvers required to measure distensibility would be greatly facilitated if the difficulty of breathing below functional residual capacity (FRC) could be precluded and the number of maneuvers could be reduced. The distensibility at lung volumes below FRC is also reduced by several confounders, suggesting that excluding data points below FRC should provide a better surrogate for airway remodeling. The objectives of this study were to investigate the reproducibility of airway distensibility measured by FOT and to assess whether the method could be simplified to increase feasibility. Distensibility was measured at three separate occasions in 13 healthy volunteers. At each visit, three deflationary maneuvers were performed, each consisting of tidal breathing from total lung capacity (TLC) to residual volume by slowly decreasing the end-expiratory volume on each subsequent breath. Distensibility was calculated by using either all data points from TLC to residual volume (RV) or only data points from TLC to FRC for either all three or only the first two deflationary maneuvers. Intra-class correlation coefficients (ICC) were used to assess reproducibility and Bland-Altman analyses were used to assess the level of agreement between the differently calculated values of distensibility. The results indicate that distensibility calculated using all data points is reproducible (ICC = 0.64). Using data points from TLC to FRC slightly improved reproducibility (ICC = 0.68) and increased distensibility by 19.4%, which was expected as distensibility above FRC should not be affected by confounders. Using only data points within the first two maneuvers did not affect reproducibility when tested between TLC and FRC (ICC = 0.66). We conclude that a valuable measure of airway distensibility could potentially be obtained with only two deflationary maneuvers that do not require breathing below FRC. This simplified method would increase feasibility without compromising reproducibility.Entities:
Keywords: airway caliber; breathing maneuvers; forced oscillation technique; lung volume; remodeling; respiratory system conductance
Year: 2017 PMID: 28446881 PMCID: PMC5388760 DOI: 10.3389/fphys.2017.00223
Source DB: PubMed Journal: Front Physiol ISSN: 1664-042X Impact factor: 4.566
Figure 1(A) Representative tracings of volume and Grs5 for one subject in one visit are displayed in the upper and lower panels, respectively. The triangles and the circles in the upper panel depict the lung volumes at end-expiration and end-inspiration, respectively. Triangles or circles on the Grs5 trace that are aligned vertically to the same symbols on the volume trace are Grs5 at time-points corresponding to end-expiratory or end-inspiratory volumes, respectively (e.g., the dashed line with double-ended arrows indicates the lung volume and the corresponding Grs5 at an end-expiratory time-point). (B) A plot showing the relationship between Grs5 at zero flow and lung volume. Each solid circle relates the simultaneous readouts of lung volume and Grs5 at a time-point corresponding to either end-expiration or end-inspiration. The dashed line is the curve of a cubic equation that best fitted the data. The curve derivatives represent airway distensibility at any chosen lung volume. The solid line is a linear regression that best fitted the data. The slope of that line is airway distensibility across the chosen range of lung volumes (between residual volume and total lung capacity in this example).
Figure 2(A–D) Displays of the different data points taken into account to measure airway distensibility. (A) The squares with the solid black line enclosed the data points taken into account to measure airway distensibility when the values of the 3 deflationary maneuvers down to RV were considered (RV3). (B) The squares with the solid gray line enclosed the data points taken into account to measure airway distensibility when the values of the 3 deflationary maneuvers down to FRC were considered (FRC3). (C) The squares with the dashed black line enclosed the data points taken into account to measure airway distensibility when the values of the 2 deflationary maneuvers down to RV were considered (RV2). (D) The squares with the dashed gray line enclosed the data points taken into account to measure airway distensibility when the values of the 2 deflationary maneuvers down to FRC were considered (FRC2). (E) Linear regressions that best fitted the data of the relationship between Grs5 at zero flow and lung volume when the data points taking into account in (A–D) were included. The slopes of these lines represent airway distensibility assessed by using the data points enclosed by the squares in A (solid black line), B (solid gray line), C (dashed black line), and D (dashed gray line).
Subject characteristics.
| Age (year) | 26.5 | 4.9 |
| Gender (male/female) | 7/6 | |
| BMI (kg/m2) | 22.7 | 3.9 |
| FEV1 (L) | 4.1 | 0.8 |
| FEV1 (% predicted) | 102.5 | 10.4 |
| FVC (L) | 5.0 | 1.1 |
| FEV1/FVC (%) | 81.7 | 7.6 |
| TLC (L) | 6.4 | 1.5 |
| TLC (% predicted) | 103.0 | 10.7 |
| FRC (L) | 3.3 | 0.7 |
| FRC (% predicted) | 110.9 | 18.2 |
| RV (L) | 1.5 | 0.4 |
| RV (% predicted) | 101.4 | 19.0 |
| Grs5 [L/(cmH2O·s)] | 0.35 | 0.07 |
| Rrs5 [(cmH2O·s)/L] | 2.99 | 0.70 |
| Rrs5−19 [(cmH2O·s)/L] | 0.01 | 0.12 |
| Xrs5 [(cmH2O·s)/L] | −0.99 | 0.20 |
| AX [(cmH2O·s)/L ·Hz] | 3.01 | 0.95 |
| Fres (Hz) | 11.14 | 0.90 |
| Distensibility [1/(cmH2O·s)] | ||
| RV3 | 0.18 | 0.08 |
| FRC3 | 0.23 | 0.14 |
| RV2 | 0.19 | 0.08 |
| FRC2 | 0.24 | 0.14 |
A.
Figure 3Comparison of reproducibility between values of airway distensibility calculated using a cubic model vs. a linear model. Airway distensibility calculated with the cubic model was determined at residual volume (RV), functional residual capacity (FRC) and total lung capacity (TLC) during all 3 deflationary maneuvers. Airway distensibility calculated with the linear model was determined across the entire range of lung volumes (RV3 and RV2) or across TLC to FRC (FRC3 and FRC2) during either all 3 (RV3 and FRC3) or only the first 2 (RV2 and FRC2) deflationary maneuvers. Each of these values of distensibility was obtained at each of the 3 visits and intra-class correlation coefficients (ICC) was used to measure reproducibility.
Figure 4Bland-Altman plot comparing the values of airway distensibility when all data points within the 3 deflationary maneuvers were included [RV(3)] vs. only the data points down to FRC within the 3 deflationary maneuvers were included [FRC(3)]. Each symbol relates the difference between each value [RV(3) − FRC(3)] for each subject at each visit on the y-axis with the mean of both values [(RV(3) + FRC(3))/2] for each subject at each visit on the x-axis. Each subject is represented by a different symbol. The dotted line is the bias; i.e., the mean difference between the measurements. The dashed lines are the upper and lower limits of agreement. The shaded areas are the 95% confidence intervals for the bias and the limits of agreement.
Figure 5Bland-Altman plot comparing the values of airway distensibility when only the data points down to FRC within the 3 deflationary maneuvers were included [FRC(3)] vs. only the data points down to FRC within the 2 deflationary maneuvers were included [FRC(2)]. Each symbol relates the difference between each value [FRC(3) – FRC(2)] for each subject at each visit on the y-axis with the mean of both values [(FRC(3) + FRC(2))/2] for each subject at each visit on the x-axis. Each subject is represented by a different symbol. The dotted line is the bias; i.e., the mean difference between the measurements. The dashed lines are the upper and lower limits of agreement. The shaded areas are the 95% confidence intervals for the bias and the limits of agreement.
Bland-Altman statistics.
| Bias | −0.056 | −0.055 | −0.009 | −0.008 |
| LoA | −0.282 to 0.170 | −0.280 to 0.170 | −0.148 to 0.130 | −0.227 to 0.211 |
| Bias | −0.079 to −0.033 | −0.077 to −0.033 | −0.022 to 0.004 | −0.029 to 0.013 |
| Upper LoA | 0.092 to 0.248 | 0.094 to 0.246 | 0.084 to 0.177 | 0.138 to 0.285 |
| Lower LoA | −0.360 to −0.204 | −0.356 to −0.204 | −0.195 to −0.102 | −0.301 to −0.154 |
LoA, limits of agreement; FRC, functional residual capacity; RV, residual volume.