Malina Robert M, Claessens Albrecht L, Van Aken Katrijn, Thomis Martine, Lefevre Johan, Philippaerts Renaat, Beunen Gaston P
Tarleton State University, Stephenville, TX, USA.
Med Sci Sports Exerc. 2006 Jul;38(7):1342-7. doi: 10.1249/01.mss.0000227321.61964.09.
To verify the applicability of the prediction equation for maturity offset in a sample of female gymnasts followed longitudinally through adolescence.
Fifteen gymnasts were followed longitudinally for 6-7 yr across adolescence. Weight, height, and sitting height were measured at annual intervals. The Preece-Baines Model I was fitted to longitudinal height data for individual gymnasts to derive age at peak height velocity (PHV). The curve-fitting protocol was successfully fit to the height records of 13 of the 15 gymnasts with standard errors of estimate between 0.02 and 0.28 cm. Maturity offset was calculated from measurements taken at each observation for the 13 gymnasts and also added to chronological age at each observation point to provide an estimated age at PHV. Age at PHV derived with the Preece-Baines model was used as the criterion. Differences between the criterion age at PHV and predicted age at PHV were calculated.
Maturity offset overestimates age at PHV in gymnasts. Mean predicted ages at PHV deviate linearly from the criterion age at PHV, but the difference is significant only at 9 yr. Correlations between maturity offset predicted ages at PHV and criterion age at PHV range from -0.13 to +0.76. The Bland-Altman plot of criterion and predicted ages at PHV suggest a systematic bias in the predictions.
Maturity offset appears to have limitations when applied to female gymnasts. Care is warranted in utilizing maturity offset per se and predicted age at PHV based on maturity offset as an indicator of maturity timing in female gymnasts and perhaps other short females.
验证成熟偏移预测方程在纵向追踪青春期女性体操运动员样本中的适用性。
15名体操运动员在青春期被纵向追踪6至7年。每年测量体重、身高和坐高。将普里斯-贝恩斯模型I应用于个体体操运动员的纵向身高数据,以得出身高增长峰值速度(PHV)时的年龄。曲线拟合方案成功应用于15名体操运动员中13人的身高记录,估计标准误差在0.02至0.28厘米之间。根据13名体操运动员每次观察时的测量数据计算成熟偏移,并将其添加到每个观察点的实际年龄中,以得出PHV时的估计年龄。以普里斯-贝恩斯模型得出的PHV时的年龄作为标准。计算PHV时的标准年龄与预测年龄之间的差异。
成熟偏移高估了体操运动员PHV时的年龄。PHV时的平均预测年龄与PHV时的标准年龄呈线性偏差,但差异仅在9岁时显著。PHV时成熟偏移预测年龄与标准年龄之间的相关性在-0.13至+0.76之间。PHV时标准年龄与预测年龄的布兰德-奥特曼图表明预测存在系统偏差。
成熟偏移应用于女性体操运动员时似乎存在局限性。在将成熟偏移本身以及基于成熟偏移的PHV时预测年龄用作女性体操运动员以及其他身材矮小女性成熟时间的指标时,需谨慎使用。