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通气/血流比值分布的统计模型。

A statistical model of the VA/Q distribution.

作者信息

Lim L L

机构信息

Department of Applied Statistics, University of Reading, Berkshire, United Kingdom.

出版信息

J Appl Physiol (1985). 1990 Jul;69(1):281-92. doi: 10.1152/jappl.1990.69.1.281.

Abstract

A "blocks model" is proposed to model the distribution of the ventilation-perfusion ratio (VA/Q distribution). This model is developed from statistical principles and enables the estimated VA/Q distribution to be interpreted in a straightforward and intuitive manner. Estimation of parameters of the blocks model uses a constrained weighted least-squares procedure. Although developed initially to estimate VA/Q distributions from data generated by the multiple inert gas elimination technique (P. D. Wagner, H. A. Saltzman, and J. B. West, J. Appl. Physiol. 36: 588-599, 1974), the blocks method is applicable to any problem in which the unknown distribution is related to the data through an ill-posed integral equation and is particularly suited for problems in which the data are scarce. The method is illustrated with several examples--hypothetical data representing a wide range of VA/Q distributions as well as some real data.

摘要

提出了一种“块模型”来模拟通气-灌注比(VA/Q分布)。该模型基于统计原理开发,能使估计的VA/Q分布以直接且直观的方式进行解释。块模型参数的估计采用约束加权最小二乘法。尽管最初是为根据多惰性气体消除技术(P.D.瓦格纳、H.A.萨尔茨曼和J.B.韦斯特,《应用生理学杂志》36: 588 - 599, 1974)生成的数据来估计VA/Q分布而开发的,但块方法适用于任何未知分布通过不适定积分方程与数据相关的问题,尤其适用于数据稀少的问题。通过几个例子说明了该方法——代表广泛VA/Q分布范围的假设数据以及一些实际数据。

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