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一种宫内生长曲线的数学模型。

A mathematical model for the curves of intrauterine growth.

作者信息

Matheus M, Sala M A

出版信息

Acta Physiol Lat Am. 1980;30(2):97-9.

PMID:7347100
Abstract

Different mathematical models for a chart of intrauterine growth were tested attempting to employ uncomplicated curves. In this manner, a chart of foetal growth was elaborated by plotting the cube root of neonate weight against the gestational age. Two different regions can be clearly seen in this chart of growth. In the first one, until the 34th week of pregnancy, there is a linear relationship between the two variables. In the second region, for pregnancies above the 34th week, the curve has a quadratic equation, reaching the maximum between the 43rd and 44th week, decreasing posteriorly. The goodness of fit obtained by the present mathematical model is more satisfactory than that obtained by mathematical models with a single linear equation.

摘要

尝试使用简单曲线测试了不同的宫内生长图表数学模型。通过绘制新生儿体重的立方根与胎龄的关系图,以此方式精心制作了胎儿生长图表。在这张生长图表中可以清晰地看到两个不同的区域。在第一个区域,直到怀孕第34周,两个变量之间存在线性关系。在第二个区域,对于怀孕超过34周的情况,曲线具有二次方程,在第43周和第44周之间达到最大值,随后下降。当前数学模型获得的拟合优度比具有单个线性方程的数学模型更令人满意。

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