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估算呼吸系统力学的潮内非线性:使用增强型滑行-SLICE 方法的模型研究。

Estimating intratidal nonlinearity of respiratory system mechanics: a model study using the enhanced gliding-SLICE method.

机构信息

Department of Anaesthesiology, Division for Experimental Anaesthesiology, University Medical Centre of Freiburg, Germany.

出版信息

Physiol Meas. 2009 Dec;30(12):1341-56. doi: 10.1088/0967-3334/30/12/004. Epub 2009 Oct 28.

Abstract

In the clinical situation and in most research work, the analysis of respiratory system mechanics is limited to the estimation of single-value compliances during static or quasi-static conditions. In contrast, our SLICE method analyses intratidal nonlinearity under the dynamic conditions of mechanical ventilation by calculating compliance and resistance for six conjoined volume portions (slices) of the pressure-volume loop by multiple linear regression analysis. With the gliding-SLICE method we present a new approach to determine continuous intratidal nonlinear compliance. The performance of the gliding-SLICE method was tested both in computer simulations and in a physical model of the lung, both simulating different intratidal compliance profiles. Compared to the original SLICE method, the gliding-SLICE method resulted in smaller errors when calculating the compliance or pressure course (all p < 0.001) and in a significant reduction of the discontinuity error for compliance determination which was reduced from 12.7 +/- 7.2 cmH(2)O s L(-1) to 0.8 +/- 0.3 cmH(2)O s L(-1) (mathematical model) and from 7.2 +/- 3.9 cmH(2)O s L(-1) to 0.4 +/- 0.2 cmH(2)O s L(-1) (physical model) (all p < 0.001). We conclude that the new gliding-SLICE method allows detailed assessment of intratidal nonlinear respiratory system mechanics without discontinuity error.

摘要

在临床情况和大多数研究工作中,呼吸系统力学的分析仅限于在静态或准静态条件下估计单个值顺应性。相比之下,我们的 SLICE 方法通过多元线性回归分析,在机械通气的动态条件下,分析压力-容积环的六个连接容积部分(切片)的顺应性和阻力,从而分析潮气量内的非线性。通过滑动-SLICE 方法,我们提出了一种新的方法来确定连续的潮气量内非线性顺应性。滑动-SLICE 方法的性能在计算机模拟和肺的物理模型中进行了测试,这两种模型都模拟了不同的潮气量内顺应性曲线。与原始 SLICE 方法相比,滑动-SLICE 方法在计算顺应性或压力曲线时误差更小(所有 p < 0.001),并且在确定顺应性时的不连续性误差显著降低,从 12.7 +/- 7.2 cmH(2)O s L(-1) 降低到 0.8 +/- 0.3 cmH(2)O s L(-1)(数学模型)和从 7.2 +/- 3.9 cmH(2)O s L(-1) 降低到 0.4 +/- 0.2 cmH(2)O s L(-1)(物理模型)(所有 p < 0.001)。我们得出结论,新的滑动-SLICE 方法允许在没有不连续性误差的情况下详细评估潮气量内的非线性呼吸系统力学。

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