Bell W, Cobner D M, Evans W D
University of Wales Institute Cardiff, UK.
Ergonomics. 2000 Oct;43(10):1708-17. doi: 10.1080/001401300750004113.
The aim was to derive and cross-validate prediction equations to estimate fat-free mass (FFM) in the lower limbs of young adult male Rugby Union players. Thirty players of mean +/- SD age of 21.1 +/- 2.1 years were recruited. Bone mineral mass, fat mass and lean tissue mass were measured with a Hologic QDR 1000/W whole-body scanner. Anthropometry included circumferences, segmental leg lengths and skinfold thicknesses. Players were divided randomly into prediction (n = 15) and cross-validation (n = 15) samples. Regression equations were derived from the prediction sample and validated on the cross-validation sample. Seven equations were formulated to predict leg FFM. The two equations providing the lowest standard errors of estimate were leg length with circumferences at the knee (0.7262) and calf (0.7382); the multiple correlation was 0.83 in both instances. Cross-validation statistics found no significant differences (p > 0.05) between measured (12.4 +/-1.5 kg) and predicted leg FFM (12.1-12.4 kg). The smallest mean difference was -0.05 kg, the largest 0.26 kg; these were equivalent to -0.4 and 2.1% of the measured leg FFM respectively. Correlations between measured and predicted leg FFM were reasonably high (0.79-0.90, p < 0.001). The ratio limits of agreement confirmed that there was little bias between measured and predicted leg FFM (1.00-1.02) and a good level of agreement (1.12-1.16). Because prediction equations tend to be age, gender and population specific, unless validated for other athletic groups, the present equations should be applied to male Rugby Union players with characteristics similar to those described.
目的是推导并交叉验证预测方程,以估算年轻成年男性英式橄榄球联盟球员下肢的去脂体重(FFM)。招募了30名平均年龄为21.1±2.1岁(均值±标准差)的球员。使用Hologic QDR 1000/W全身扫描仪测量骨矿物质质量、脂肪质量和瘦组织质量。人体测量包括周长、腿部各节段长度和皮褶厚度。将球员随机分为预测样本(n = 15)和交叉验证样本(n = 15)。从预测样本中推导回归方程,并在交叉验证样本上进行验证。制定了7个方程来预测腿部FFM。提供最低估计标准误差的两个方程是腿长与膝盖周长(0.7262)和小腿周长(0.7382);两种情况下的多重相关性均为0.83。交叉验证统计发现,测量的腿部FFM(12.4±1.5 kg)与预测的腿部FFM(12.1 - 12.4 kg)之间无显著差异(p > 0.05)。最小平均差异为 -0.05 kg,最大为0.26 kg;这些分别相当于测量的腿部FFM的 -0.4%和2.1%。测量的和预测的腿部FFM之间的相关性相当高(0.79 - 0.90,p < 0.001)。一致性比例界限证实,测量的和预测的腿部FFM之间几乎没有偏差(1.00 - 1.02),且一致性水平良好(1.12 - 1.16)。由于预测方程往往具有年龄、性别和人群特异性,除非针对其他运动群体进行验证,否则本方程应应用于具有与所述特征相似的男性英式橄榄球联盟球员。