| Literature DB >> 26215819 |
Alessandro Santini1, Alessandro Protti, Thomas Langer, Beatrice Comini, Massimo Monti, Cristina Carin Sparacino, Daniele Dondossola, Luciano Gattinoni.
Abstract
BACKGROUND: Prone position is used to recruit collapsed dependent lung regions during severe acute respiratory distress syndrome, improving lung elastance and lung gas content. We hypothesised that, in the absence of recruitment, prone position would not result in any improvement in lung mechanical properties or gas content compared to supine position.Entities:
Year: 2015 PMID: 26215819 PMCID: PMC4480350 DOI: 10.1186/s40635-015-0055-0
Source DB: PubMed Journal: Intensive Care Med Exp ISSN: 2197-425X
Fig. 1Pressure–volume curves of respiratory system, chest wall and lung in supine and prone positions. Mean respiratory system (Rs; circles), chest wall (Cw; triangles) and lung (squares) pressure–volume curves in supine (black) and prone (white) positions. Starting from functional residual capacity (FRC; volume = 0 ml), volume was inflated in 100-ml aliquots. After 5 s, the corresponding airway, oesophageal or transpulmonary pressure was recorded. Each symbol represents the mean value (n = 10), and standard deviations are not shown for clarity
Lung volume, weight and distribution of aeration in supine and prone positions
| Supine | Prone |
| |
|---|---|---|---|
| Total lung weight (g) | 345 ± 26 | 358 ± 44 | 0.420 |
| Aerated lung weight (g) | 330 ± 24 | 353 ± 43 | 0.156 |
| Functional residual capacity (ml) | 380 ± 82 | 459 ± 60 | 0.025 |
| Non-aerated lung tissue (% of total) | 4 ± 3 | 1 ± 1 | 0.004 |
| Poorly aerated lung tissue (% of total) | 47 ± 13 | 30 ± 9 | 0.005 |
| Well-aerated lung tissue (% of total) | 49 ± 15 | 68 ± 10 | 0.003 |
| Over-aerated lung tissue (% of total) | 0 ± 0 | 0 ± 0 | 0.432 |
Lung CT scan-derived values: lung volume, lung tissue weight and lung tissue compartments in prone and supine positions. Aerated lung weight was defined as lung weight having a density <−100 H.U. Lung tissue compartments were divided based on their densities (see text), and the weight of each compartment was expressed as a percentage of the total lung weight. The difference between non-aerated lung tissue weights in the two positions expressed as a percentage of the total lung weight corresponds to lung recruitment (see text)
Fig. 2Frequency distribution of voxels in supine and prone positions. Mean number of voxels, expressed as a percentage of the total number of voxels, for every 10 H.U. changes in CT-derived lung density, in supine (red) and prone (blue) positions. The red and blue inserts refer to the mean values of FRC and lung weight in supine and prone positions, respectively. The coefficient of variation of voxel distribution was 0.32 in supine and 0.23 in prone positions
Fig. 3Stress–strain curve in supine and prone positions. Mean and standard error bars (n = 10) of the stress–strain curve in supine (black) and prone (white) positions. Strain was calculated as volume over FRC/FRC; stress was equal to transpulmonary pressure [P L = (P aw − P aw,ZEEP) − (P es,vol − P es,ZEEP)] (see text). Each dot represents a 100-ml step of lung inflation; pressure was recorded after static conditions were reached. The slope of the linear part of the stress–strain curve, which corresponds to specific lung elastance, is not different between prone and supine positions