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人体对等碳酸血症性缺氧通气反应的数学模型。

A mathematical model of the human ventilatory response to isocapnic hypoxia.

作者信息

Painter R, Khamnei S, Robbins P

机构信息

University Laboratory of Physiology, Oxford, United Kingdom.

出版信息

J Appl Physiol (1985). 1993 Apr;74(4):2007-15. doi: 10.1152/jappl.1993.74.4.2007.

Abstract

A mathematical model of the ventilatory response to a period of sustained isocapnic hypoxia in humans has been developed. After a step into hypoxia, there is an initial rapid increase in ventilation (on-transient) followed by a slow decline. At the relief of hypoxia, there is a rapid decrease in ventilation (off-transient); the magnitude of this off-transient is smaller than that of the on-transient. Previously, the asymmetry between the on- and off-transients has been dealt with by modeling the steps into and out of hypoxia separately. The current objective was to model the whole of the response by allowing the peripheral sensitivity to hypoxia to decline during the sustained exposure to hypoxia. The model was fitted to breath-by-breath data from 20-min periods of hypoxia (end-tidal oxygen 50 Torr) at two different levels of end-tidal carbon dioxide tension from five subjects. The model was able to describe the features of the ventilatory changes well, including the slow decline and the asymmetry.

摘要

已建立了一个关于人类对持续等碳酸血症性缺氧期通气反应的数学模型。进入缺氧状态后,通气量最初会迅速增加(开启瞬变),随后缓慢下降。缺氧解除时,通气量会迅速减少(关闭瞬变);该关闭瞬变的幅度小于开启瞬变。此前,开启和关闭瞬变之间的不对称性是通过分别对进入和脱离缺氧状态的步骤进行建模来处理的。当前的目标是通过允许在持续暴露于缺氧状态期间外周对缺氧的敏感性下降来对整个反应进行建模。该模型拟合了来自五名受试者在两种不同终末潮气二氧化碳分压水平下20分钟缺氧期(终末潮气氧分压为50托)的逐次呼吸数据。该模型能够很好地描述通气变化的特征,包括缓慢下降和不对称性。

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