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以肺活量下降作为肺氧中毒指标的分析。

An analysis of decrements in vital capacity as an index of pulmonary oxygen toxicity.

作者信息

Harabin A L, Homer L D, Weathersby P K, Flynn E T

机构信息

Naval Medical Research Institute, Diving Medicine Department, Bethesda, Maryland 20814-5055.

出版信息

J Appl Physiol (1985). 1987 Sep;63(3):1130-5. doi: 10.1152/jappl.1987.63.3.1130.

Abstract

Decrements in vital capacity (% delta VC) were proposed by the Pennsylvania group in the early 1970s as an index of O2-induced lung damage. These workers used the combined effects of PO2 and time of exposure to develop recommendations to limit expected % delta VC. Adopting this general approach, we fitted human pulmonary O2 toxicity data to the hyperbolic equation % delta VC = Bs.(PO2 - B1).(time)B3 using a nonlinear least squares analysis. In addition to the data considered in 1970, our analysis included new data available from the literature. The best fit was obtained when 1) an individual slope parameter, Bs, was estimated for each subject instead of an average slope; 2) PO2 asymptote B1 = 0.38 ATA; and 3) exponent B3 = 1.0. Wide individual variation imposed large uncertainty on any % delta VC prediction. A 12-h exposure to a PO2 of 1 ATA would be expected to yield a median VC decrement of 4%. The 80% confidence limits, however, included changes from +1.0 and -12% delta VC. Until an improved index of pulmonary O2 toxicity is developed, a simplified expression % delta VC = -0.011.(PO2 - 0.5).time (PO2 in ATA and time in min) can be used to predict a median response with little loss in predictability. The limitations of changes in VC as an index are discussed.

摘要

20世纪70年代初,宾夕法尼亚州的研究团队提出将肺活量下降幅度(%ΔVC)作为氧气诱导肺损伤的指标。这些研究人员利用氧分压(PO2)和暴露时间的综合影响,制定了限制预期%ΔVC的建议。采用这种一般方法,我们使用非线性最小二乘法分析,将人类肺部氧气毒性数据拟合到双曲线方程%ΔVC = Bs·(PO2 - B1)·(时间)B3。除了1970年考虑的数据外,我们的分析还纳入了文献中的新数据。当满足以下条件时可获得最佳拟合:1)为每个受试者估计一个单独的斜率参数Bs,而不是平均斜率;2)PO2渐近线B1 = 0.38ATA;3)指数B3 = 1.0。个体差异较大使得任何%ΔVC预测都存在很大不确定性。预计在1ATA的PO2下暴露12小时,肺活量中位数下降4%。然而,80%的置信区间包括%ΔVC从+1.0到 -12%的变化。在开发出更好的肺部氧气毒性指标之前,简化表达式%ΔVC = -0.011·(PO2 - 0.5)·时间(PO2单位为ATA,时间单位为分钟)可用于预测中位数反应,且预测能力损失很小。本文讨论了将肺活量变化作为指标的局限性。

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