Markhorst Dick G, van Genderingen Huibert R, van Vught Adrianus J
Pediatric Intensive Care Unit, Vrije Universiteit Medical Center, P.O. Box 7057, 1007 MB Amsterdam, The Netherlands.
Intensive Care Med. 2004 Nov;30(11):2086-93. doi: 10.1007/s00134-004-2446-7. Epub 2004 Sep 15.
To study the value of objective pressure-volume characteristics for predicting optimal airway pressures and the development of atelectasis and overstretching during a structured lung volume recruitment procedure with subsequent reduction in airway pressures.
We used a mathematical model of a lung with adjustable characteristics of acute respiratory distress syndrome (ARDS) characteristics. Simulations were performed in five grades of ARDS in the presence of pure alveolar or combined alveolar-small airway closure as well complete or incomplete lung volume recruitability. For each simulation optimal end-expiratory pressure was determined. A static pressure-volume curve was constructed and objective characteristics of this curve calculated. The predictive value of these characteristics for end-expiratory atelectasis, overstretching, and optimal end-expiratory pressure was assessed.
Simultaneous alveolar recruitment and overstretching during inflation were more pronounced than alveolar derecruitment and overstretching during deflation. End-expiratory pressure needed to prevent significant alveolar collapse in severe ARDS resulted in maximal safe tidal volumes that may be insufficient for adequate ventilation using conventional mechanical ventilatory modes. Plateau pressures well below the "upper corner point" (airway pressure where compliance decreases) resulted in significant alveolar overstretching.
A recruitment maneuver followed by subsequent reduction in airway pressure limits end-expiratory atelectasis, overstretching, and pressure. None of the objective characteristics of the pressure-volume curve was predictive for end-expiratory atelectasis, overstretching, or optimal airway pressure.
研究在结构化肺容积复张程序并随后降低气道压力的过程中,客观压力-容积特征对于预测最佳气道压力以及肺不张和过度扩张发生情况的价值。
我们使用了一个具有可调节急性呼吸窘迫综合征(ARDS)特征的肺数学模型。在存在单纯肺泡或肺泡-小气道联合闭合以及完全或不完全肺容积可复张性的情况下,对五个等级的ARDS进行了模拟。对于每次模拟,确定最佳呼气末压力。构建静态压力-容积曲线并计算该曲线的客观特征。评估这些特征对呼气末肺不张、过度扩张和最佳呼气末压力的预测价值。
充气过程中肺泡复张和过度扩张同时出现的情况比放气过程中肺泡萎陷和过度扩张更为明显。在重度ARDS中,防止明显肺泡塌陷所需的呼气末压力导致最大安全潮气量,而使用传统机械通气模式时,该潮气量可能不足以进行充分通气。远低于“上角点”(顺应性降低时的气道压力)的平台压力会导致明显的肺泡过度扩张。
先进行复张操作随后降低气道压力可限制呼气末肺不张、过度扩张和压力。压力-容积曲线的客观特征均不能预测呼气末肺不张、过度扩张或最佳气道压力。