Literature DB >> 16601961

Assessment of airway closure from deflation lung volume-pressure curve: sigmoidal equation revisited.

Frédérique Bayle1, Claude Guérin, Sophie Debord, Michel Badet, Stéphane Lemasson, Jean-Charles Poupelin, Jean-Christophe Richard.   

Abstract

OBJECTIVE: To assess a sigmoidal equation for describing airway closure.
DESIGN: Experimental study.
SETTING: University laboratory. PARTICIPANTS: Eight piglets mechanically ventilated on zero end-expiratory pressure (ZEEP).
INTERVENTIONS: Control and lung saline lavage. MEASUREMENTS AND
RESULTS: Lungs were inflated up to transpulmonary pressure of 30 cmH(2)O at constant flow (0.12l s(-1)) then deflated at the same flow rate up to the point at which oesophageal pressure was constant, which was assumed to represent complete airway closure. The deflation volume-transpulmonary pressure curve was fitted to: (1) a sigmoidal equation focusing on inflexion point and pressure at maximal compliance increase and (2) an exponential equation above an inflexion point determined by eyeballing. Data deviate from the exponential equation at the point of airway closure onset. The zero-volume intercept was determined. Complete airway closure was reached at -8.3+/-3.5cmH(2)O in control conditions and at -1.3+/-3.7 cmH(2)O after lavage (p < 0.05). Between control and lavage, onset of airway closure was 3.0+/-1.9 vs. 6.0+/-2.8 cmH(2)O (p <0.05), inflexion point 3.2+/-1.8 vs. 7.7+/-2.6 cmH(2)O (p <0.001), pressure at maximal compliance increase -1.9+/-0.7 vs. -0.03+/-2.1cmH(2)O (p <0.05) and zero-volume intercept -1.5+/-1.4 vs. 0.3+/-2.3cmH(2)O (p <0.05).
CONCLUSIONS: During mechanical ventilation airways stay open and close around ZEEP in control but are closed above ZEEP after lavage. Inflexion point might reflect onset of airways closure in control. Pressure at maximal compliance increase was not a marker of complete airways closure. In control and lavage, pressure at maximal compliance increase and zero-volume intercept were reasonably equivalent.

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Year:  2006        PMID: 16601961     DOI: 10.1007/s00134-006-0160-3

Source DB:  PubMed          Journal:  Intensive Care Med        ISSN: 0342-4642            Impact factor:   17.440


  16 in total

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2.  Recruitment and derecruitment during acute respiratory failure: an experimental study.

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3.  Bulk elastic properties of excised lungs and the effect of a transpulmonary pressure gradient.

Authors:  D H Glaister; R C Schroter; M F Sudlow; J Milic-Emili
Journal:  Respir Physiol       Date:  1973-04

4.  Transpulmonary pressure gradient and ventilation distribution in excised lungs.

Authors:  D H Glaister; R C Schroter; M F Sudlow; J Milic-Emili
Journal:  Respir Physiol       Date:  1973-04

5.  Statistical methods for assessing agreement between two methods of clinical measurement.

Authors:  J M Bland; D G Altman
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6.  In vivo lung lavage as an experimental model of the respiratory distress syndrome.

Authors:  B Lachmann; B Robertson; J Vogel
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7.  Alveolar resistance to atelectasis.

Authors:  G A Cavagna; E J Stemmler; A B DuBois
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8.  An objective analysis of the pressure-volume curve in the acute respiratory distress syndrome.

Authors:  R S Harris; D R Hess; J G Venegas
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9.  A comprehensive equation for the pulmonary pressure-volume curve.

Authors:  J G Venegas; R S Harris; B A Simon
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10.  Pressure-volume curve does not predict steady-state lung volume in canine lavage lung injury.

Authors:  John M Downie; Arthur J Nam; Brett A Simon
Journal:  Am J Respir Crit Care Med       Date:  2004-02-05       Impact factor: 21.405

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  3 in total

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Journal:  Intensive Care Med       Date:  2006-12-19       Impact factor: 17.440

2.  A new automated method versus continuous positive airway pressure method for measuring pressure-volume curves in patients with acute lung injury.

Authors:  Enrique Piacentini; Marc Wysocki; Lluis Blanch
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Review 3.  Airway Closure and Expiratory Flow Limitation in Acute Respiratory Distress Syndrome.

Authors:  Claude Guérin; Martin Cour; Laurent Argaud
Journal:  Front Physiol       Date:  2022-01-17       Impact factor: 4.566

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