Bih L I, Ho C C, Tsai S J, Lai Y C, Chow W
Department of Rehabilitation Medicine, Chung-Shan Medical College, Taiwan.
Arch Phys Med Rehabil. 1998 Dec;79(12):1553-6. doi: 10.1016/s0003-9993(98)90419-1.
Variations in bladder shape can lead to errors in ultrasonic estimation of the bladder volume. The purposes of this study were to compare the accuracies of various formulas to estimate bladder volume from sonographic measurements and to assess the impact of bladder shape on the accuracy of bladder volume estimation.
Twenty-four healthy volunteers (13 men, 11 women) and 55 spinal cord injury patients (48 men, 7 women) underwent ultrasonographic measurements of dimensions before and after voiding. Bladder shape was classified as cuboid, ellipsoid, or triangular prism. Ten formulas from the literature were applied to estimate bladder volume, using the volume voided or catheterized as the standard, and then linear regression was used to obtain optimal correction coefficients for the whole data set as well as each of the three bladder shapes.
Rehabilitation hospital affiliated with a medical college.
The most accurate of the 10 formulas tested was height (H) X transverse depth (Dt) x weight (W) x 0.7 (mean error 17.4%+/-11.6%). Linear regression analysis yield optimal correction coefficients of .72 for the whole data set and .89, .81, and .66 for cuboidal, ellipsoid, and triangular prism-shaped bladders, respectively. The mean error for the estimation of bladder volume using .72 as the correction coefficient was 16.9%+/-11.9% and decreased to 12.7%+/-10.1% (p < .0001, paired t test) when the bladder shape was taken into account.
Using bladder shape for reference and applying the corresponding correction coefficient to volume calculations will improve the accuracy of the estimation.
膀胱形状的变化可能导致超声估计膀胱容量时出现误差。本研究的目的是比较各种公式从超声测量估计膀胱容量的准确性,并评估膀胱形状对膀胱容量估计准确性的影响。
24名健康志愿者(13名男性,11名女性)和55名脊髓损伤患者(48名男性,7名女性)在排尿前后接受了超声测量尺寸。膀胱形状分为长方体、椭球体或三棱柱体。应用文献中的10个公式以排尿或导尿的容量作为标准来估计膀胱容量,然后使用线性回归为整个数据集以及三种膀胱形状中的每一种获得最佳校正系数。
一所医学院附属的康复医院。
测试的10个公式中最准确的是高度(H)×横向深度(Dt)×重量(W)×0.7(平均误差17.4%±11.6%)。线性回归分析得出整个数据集的最佳校正系数为0.72,长方体、椭球体和三棱柱体形状的膀胱分别为0.89、0.81和0.66。使用0.72作为校正系数估计膀胱容量的平均误差为16.9%±11.9%,当考虑膀胱形状时,平均误差降至12.7%±10.1%(p < .0001,配对t检验)。
以膀胱形状为参考并在容量计算中应用相应的校正系数将提高估计的准确性。