估计实际吸气肌压力的气道闭塞压力在100毫秒

N. Hamahata, Ryota Sato, Kimiyo H. Yamasaki, S. Pereira, Ehab Daoud
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引用次数: 4

摘要

背景:机械通气过程中患者呼吸力的量化是非常重要的,计算机械通气过程中实际肌肉压力(Pmus)是一项繁琐的任务,通常需要食道球囊测压。气道闭塞压100毫秒(P0.1)可以很容易地获得无创。目前还没有研究调查Pmus和P0.1之间的关系。因此,我们的目的是研究P0.1是否与Pmus相关,并可用于估计实际的Pmus。材料和方法:使用肺模拟器(ASL 5000)模拟主动呼吸患者,Pmus从1到30 cmH2O,增量为1。在每个Pmus中测量20次主动呼吸。临床场景构建为正常肺,固定设定顺应性为60 mL/cmH2O,耐药为10 cmH2O/l/sec。所有实验均采用压力支持通气模式(PSV),在Hamilton- g5呼吸机(Hamilton Medical AG, Switzerland)、Puritan Bennett 840TM (Covidien-Nellcor, CA)和Avea (CareFusion, CA)上进行。主要结果:p0.1与Pmus有显著相关(相关系数= - 0.992,95% CI: - 0.995 ~ -0.988, P值<0.001)。计算公式为:Pmus = -2.99 x (P0.1) + 0.53结论:用P0.1代替Pmus估算Pmus是可行、有效、可靠的。Pmus的估计具有多重意义,特别是在机械通气的脱机、调节呼吸机支持以及有创机械通气时呼吸力学的计算中。关键词:p0.1, pmus,吸气闭塞压,WOB,食管球囊,机械呼吸机,呼吸衰竭
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Estimating actual inspiratory muscle pressure from airway occlusion pressure at 100 msec
Background: Quantification of the patient’s respiratory effort during mechanical ventilation is very important, and calculating the actual muscle pressure (Pmus) during mechanical ventilation is a cumbersome task and usually requires an esophageal balloon manometry. Airway occlusion pressure at 100 milliseconds (P0.1) can easily be obtained non-invasively. There has been no study investigating the association between Pmus and P0.1. Therefore, we aimed to investigate whether P0.1 correlates to Pmus and can be used to estimate actual Pmus Materials and Methods: A bench study using lung simulator (ASL 5000) to simulate an active breathing patient with Pmus from 1 to 30 cmH2O by increments of 1 was conducted. Twenty active breaths were measured in each Pmus. The clinical scenario was constructed as a normal lung with a fixed setting of compliances of 60 mL/cmH2O and resistances of 10 cmH2O/l/sec. All experiments were conducted using the pressure support ventilation mode (PSV) on a Hamilton-G5 ventilator (Hamilton Medical AG, Switzerland), Puritan Bennett 840TM (Covidien-Nellcor, CA) and Avea (CareFusion, CA). Main results: There was significant correlation between P 0.1 and Pmus (correlation coefficient = - 0.992, 95% CI: - 0.995 to -0.988, P-value<0.001). The equation was calculated as follows: Pmus = -2.99 x (P0.1) + 0.53 Conclusion: Estimation of Pmus using P 0.1 as a substitute is feasible, available, and reliable. Estimation of Pmus has multiple implications, especially in weaning of mechanical ventilation, adjusting ventilator support, and calculating respiratory mechanics during invasive mechanical ventilation. Keywords: P 0.1, Inspiratory occlusion pressure, WOB, Esophageal balloon, mechanical ventilators, respiratory failure Keywords: P 0.1, P mus, Inspiratory occlusion pressure, WOB, Esophageal balloon, mechanical ventilators, respiratory failure
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