Eckerson J M, Stout J R, Housh T J, Johnson G O
Exercise Science Department, Creighton University, Omaha, NE 68178, USA.
Med Sci Sports Exerc. 1996 Apr;28(4):523-30. doi: 10.1097/00005768-199604000-00019.
The present study examined the validity of selected bioelectrical impedance (BIA) equations for estimating percent fat (% fat) in males and compared their validity with that of a commonly used skinfold equation (Sum3). One-hundred twenty-two Caucasian males (X +/- SD = 12.5 +/- 5.8% fat, as determined by underwater weighing) served as subjects. Selection of the BIA equations was dependent upon meeting at least one of three criteria: 1) developed from a previous interlaboratory investigation, 2) derived on a large sample size (> 200), or 3) previously been shown to accurately estimate body composition when cross-validated against a criterion method. Cross-validation analyses included examination of the constant error, standard error of estimate (SEE), r, and total error (TE). The Sum3 equation which resulted in the lowest SEE and TE values (2.6% fat and 3.4% fat, respectively) and the highest validity coefficient (r = 0.90, P < 0.001), most accurately estimated % fat and, therefore, was recommended over BIA equations for estimating body composition in Caucasian males with lean to average body fatness. The fat-specific interlaboratory BIA equation of Segal et al. for males < or = 20% fat (N = 107) which resulted in a TE value of 3.6% fat and the generalized equation of Guo et al. (TE = 4.1% fat) may, however, be considered as acceptable alternatives.
本研究检验了用于估计男性体脂百分比(%脂肪)的特定生物电阻抗(BIA)方程的有效性,并将其有效性与常用的皮褶厚度方程(Sum3)进行比较。122名白种男性(水下称重法测定的X±SD = 12.5±5.8%脂肪)作为研究对象。BIA方程的选择取决于满足以下三个标准中的至少一个:1)由先前的实验室间调查得出;2)基于大样本量(>200)推导得出;3)先前经标准方法交叉验证时已被证明能准确估计身体成分。交叉验证分析包括对恒定误差、估计标准误差(SEE)、r和总误差(TE)的检验。Sum3方程得出的SEE和TE值最低(分别为2.6%脂肪和3.4%脂肪),有效性系数最高(r = 0.90,P < 0.001),能最准确地估计%脂肪,因此,对于估计体脂水平为低至中等的白种男性的身体成分,推荐使用Sum3方程而非BIA方程。然而,Segal等人针对体脂百分比≤20%的男性提出的脂肪特异性实验室间BIA方程(N = 107,TE值为3.6%脂肪)以及Guo等人的通用方程(TE = 4.1%脂肪)也可被视为可接受的替代方案。