Department of Obstetrics and Gynaecology, University Hospital Cologne, Mannheim.
Ultraschall Med. 2010 Feb;31(1):48-52. doi: 10.1055/s-0028-1109481. Epub 2010 Jan 20.
In addition to gestational age, fetal weight is an important predictive parameter for neonatal morbidity and mortality in very small fetuses. In order to improve weight estimation, specific weight formulas for fetuses under 1500 g have been introduced by several authors. The aim of the present study was therefore to compare specific weight equations for fetuses under 1500 g with widely used methods that were designed for the whole fetal weight range.
459 pregnancies were included in order to evaluate six widely used formulas and four formulas specifically designed for very small fetuses. The inclusion criteria were a singleton pregnancy, birth weight equal to or less than 1500 g, ultrasound examination with complete biometric parameters during the 7 days prior to delivery, and an absence of structural or chromosomal malformations.
All formulas, except the Hadlock equations, demonstrated a significant systematic error. Regarding the random error, it was similar for most of the methods. The Scott formula showed the narrowest limits of agreement. At a discrepancy level of 5 % and 10 % between estimated fetal weight and actual birth weight, one of the Hadlock formulas included the most cases.
Weight formulas, specifically designed for very small fetuses, do not improve sonographic weight estimation substantially. Among these formulas, the Scott equation was the most accurate one. However compared to the widely used Hadlock formulas, it was not favorable.
除了胎龄外,胎儿体重也是预测极早产儿新生儿发病率和死亡率的重要指标。为了提高体重估计的准确性,多位作者提出了适用于体重低于 1500g 的胎儿的特定体重公式。因此,本研究的目的是比较适用于体重低于 1500g 的胎儿的特定体重公式与广泛用于整个胎儿体重范围的方法。
纳入了 459 例妊娠,以评估六种广泛使用的公式和四种专门为极早产儿设计的公式。纳入标准为单胎妊娠、出生体重等于或小于 1500g、在分娩前 7 天内进行了完整的生物测量超声检查,且无结构或染色体畸形。
除 Hadlock 公式外,所有公式均显示出显著的系统误差。关于随机误差,大多数方法的误差相似。Scott 公式显示出最窄的一致性界限。在估计胎儿体重与实际出生体重相差 5%和 10%的差异水平下,Hadlock 公式中的一种包含了最多的病例。
专门为极早产儿设计的体重公式并不能显著提高超声体重估计的准确性。在这些公式中,Scott 公式是最准确的,但与广泛使用的 Hadlock 公式相比,它并不占优势。