Kennedy William A, Chitkara Usha, Abidari Jennifer M, Shortliffe Linda M
Department of Urology, Stanford University School of Medicine, Stanford, CA, USA.
J Urol. 2003 Jan;169(1):298-302. doi: 10.1016/S0022-5347(05)64110-9.
Few quantitative parameters allow for comparison of serial studies in children with prenatally detected genitourinary abnormalities. We establish the first ultrasonographically based fetal renal parenchymal growth curve that could serve as a standard for fetal renal growth assessment.
Longitudinal ultrasounds of 246 normal fetal kidneys from 16 to 38 weeks of gestation were scanned with renal parenchymal area calculated and growth curves plotted. Our previously determined nomogram from birth to adolescence was then combined with this fetal nomogram to produce a composite renal growth curve. Data were plotted as mean parenchymal area +/- 2 SD using lines determined by polynomial regression.
Renal growth curves were constructed independently for the right and left fetal kidneys as well as the total fetal renal parenchymal area. The polynomial regression equation for the right renal parenchymal area was y = -0.0076x(2) + 0.7141x - 8.5344 (r(2) = 0.91). The polynomial regression equation for the left renal parenchymal area was y = -0.0036x(2) + 0.5161x - 6.2337 (r(2) = 0.96). The polynomial regression equation for the total fetal renal parenchymal area was y = -0.0113x(2) + 1.234x - 14.814 (r(2) = 0.95).
We propose a new quantitative standard to evaluate appropriate fetal kidney size the prenatal renal parenchymal area growth curve. Renal parenchymal growth curves for the normal fetal kidney may serve as a valuable tool to assess fetal renal pathology.
几乎没有定量参数可用于比较产前检测出泌尿生殖系统异常的儿童的系列研究。我们建立了首个基于超声检查的胎儿肾实质生长曲线,可作为评估胎儿肾脏生长的标准。
对妊娠16至38周的246例正常胎儿肾脏进行纵向超声检查,计算肾实质面积并绘制生长曲线。然后将我们之前确定的从出生到青春期的列线图与该胎儿列线图相结合,得出复合肾脏生长曲线。数据以多项式回归确定的直线表示为平均实质面积±2标准差。
分别构建了右、左胎儿肾脏以及胎儿肾实质总面积的生长曲线。右肾实质面积的多项式回归方程为y = -0.0076x(2) + 0.7141x - 8.5344(r(2) = 0.91)。左肾实质面积的多项式回归方程为y = -0.0036x(2) + 0.5161x - 6.2337(r(2) = 0.96)。胎儿肾实质总面积的多项式回归方程为y = -0.0113x(2) + 1.234x - 14.814(r(2) = 0.95)。
我们提出了一种新的定量标准,即产前肾实质面积生长曲线,以评估胎儿肾脏大小是否合适。正常胎儿肾脏的肾实质生长曲线可作为评估胎儿肾脏病理情况的有价值工具。