Thorland W G, Johnson G O, Cisar C J, Housh T J
United States Sports Academy, Mobile, AL.
Int J Sports Med. 1987 Dec;8(6):365-70. doi: 10.1055/s-2008-1025687.
This study evaluated field methods for establishing minimal body weight in wrestlers based upon estimates of fat-free body weight (FFB): 239 high school wrestlers were measured for height, weight, 13 diameters, 24 circumferences, and 7 skinfolds, as well as for underwater weight to determine body density and resultant FFB. To estimate FFB, anthropometric models were used which were based upon diameters, circumferences, and/or skinfolds. Correlations between actual and predicted FFB were high, ranging from r = 0.89 to 0.92 for the models employing diameters and r = 0.96 for those employing circumferences, which respectively increased to r = 0.96 and r = 0.97 when body weight was included in theses models. The skinfold-based and mixed model estimates of FFB were r = 0.97 and r = 0.91 to 0.97, respectively. The corresponding total error (TE) in these estimates for the diameter-based models ranged from 6.54 to 3.80 kg (inclusion of body weight further reduced TE to 2.77 kg). Among the circumference models, TE ranged from 2.50 to 2.33 kg, with inclusion of body weight accounting for the lower value. Skinfold-based estimates of FFB demonstrated a TE level ranging from 2.48 to 2.33 kg. The lowest TE (2.32 kg) was demonstrated by a mixed model which included skinfolds, diameter, height, and body weight. Cross-validation of these new equations revealed the lowest TE values (less than 2.2 kg) for the skinfold and the mixed model equations, thereby identifying highly valid field techniques for determining the present level of FFB, which can serve as the basis upon which minimal body weight estimates can be made.
本研究评估了基于去脂体重(FFB)估计值来确定摔跤运动员最低体重的现场方法:对239名高中摔跤运动员进行了身高、体重、13个直径、24个周长和7个皮褶厚度的测量,以及水下称重以确定身体密度和由此得出的FFB。为了估计FFB,使用了基于直径、周长和/或皮褶厚度的人体测量模型。实际FFB与预测FFB之间的相关性很高,对于采用直径的模型,相关性范围为r = 0.89至0.92,对于采用周长的模型,r = 0.96,当将体重纳入这些模型时,相关性分别提高到r = 0.96和r = 0.97。基于皮褶厚度和混合模型的FFB估计值分别为r = 0.97和r = 0.91至0.97。基于直径的模型在这些估计中的相应总误差(TE)范围为6.54至3.80千克(纳入体重后TE进一步降至2.77千克)。在周长模型中,TE范围为2.50至2.33千克,纳入体重导致较低的值。基于皮褶厚度的FFB估计显示TE水平范围为2.48至2.33千克。最低的TE(2.32千克)由一个包括皮褶厚度、直径、身高和体重的混合模型显示。这些新方程的交叉验证显示皮褶厚度和混合模型方程的TE值最低(小于2.2千克),从而确定了用于确定当前FFB水平的高度有效的现场技术,这可作为进行最低体重估计的基础。