National Center for Health Statistics, Centers for Disease Control and Prevention, Hyattsville, MD, USA.
Division of Nutrition, Physical Activity, and Obesity, National Center for Chronic Disease Prevention and Health Promotion, Centers for Disease Control and Prevention, Atlanta, GA, USA.
Ann Hum Biol. 2020 Sep;47(6):514-521. doi: 10.1080/03014460.2020.1808065. Epub 2020 Sep 9.
The 2000 CDC growth charts are based on national data collected between 1963 and 1994 and include a set of selected percentiles between the 3 and 97 and LMS parameters that can be used to obtain other percentiles and associated z-scores. Obesity is defined as a sex- and age-specific body mass index (BMI) at or above the 95 percentile. Extrapolating beyond the 97 percentile is not recommended and leads to compressed z-score values.
This study attempts to overcome this limitation by constructing a new method for calculating BMI distributions above the 95 percentile using an extended reference population.
Data from youth at or above the 95 percentile of BMI-for-age in national surveys between 1963 and 2016 were modelled as half-normal distributions. Scale parameters for these distributions were estimated at each sex-specific 6-month age-interval, from 24 to 239 months, and then smoothed as a function of age using regression procedures.
The modelled distributions above the 95 percentile can be used to calculate percentiles and non-compressed z-scores for extreme BMI values among youth.
This method can be used, in conjunction with the current CDC BMI-for-age growth charts, to track extreme values of BMI among youth.
2000 年 CDC 生长图表基于 1963 年至 1994 年期间收集的全国数据,包括一组在 3%和 97%之间选定的百分位数和 LMS 参数,可用于获得其他百分位数和相关 z 分数。肥胖定义为特定性别和年龄的体重指数(BMI)达到或高于第 95 百分位。不建议超出 97 百分位进行推断,因为这会导致 z 分数值被压缩。
本研究试图通过构建一种新方法来克服这一限制,该方法使用扩展的参考人群来计算 BMI 分布超过 95 百分位的值。
对 1963 年至 2016 年间全国性调查中 BMI 年龄超过第 95 百分位的青少年数据进行半正态分布建模。这些分布的比例参数在每个特定性别的 6 个月年龄间隔内进行估计,从 24 个月到 239 个月,然后使用回归程序作为年龄的函数进行平滑。
可以使用超过第 95 百分位的模型分布来计算青少年极端 BMI 值的百分位数和非压缩 z 分数。
本方法可与现行的 CDC BMI 年龄生长图表一起使用,以跟踪青少年中 BMI 的极端值。