实用肝脏病杂志 ›› 2014, Vol. 17 ›› Issue (3): 291-295.doi: 10.3969/j.issn.1672-5069.2014.03.018

• 脂肪性肝病 • 上一篇    下一篇

普通人群肝脏受控衰减参数的多元回归分析*

卢加发, 潘勤, 陈光榆, 沈峰, 章瑞南, 朱婵艳, 陈一铭, 张舒宜, 吴佳瑜, 范建高   

  1. 200092上海市 上海交通大学医学院附属新华医院消化内科(卢加发,潘勤,沈 峰,章瑞南,朱婵艳,陈一铭,张舒宜,吴佳瑜,范建高); 临床流行病学研究中心(陈光榆)
  • 收稿日期:2013-11-01 出版日期:2014-06-30 发布日期:2016-04-11
  • 作者简介:卢加发,男,30岁,硕士研究生,医师。主要从事脂肪肝研究。E-mail:lujia120@hotmail.com
  • 基金资助:
    国家重点基础研究发展计划(973计划)项目(2012CB517501); 上海市科委创新行动计划(10411956300); 中国肝炎防治基金会王宝恩肝纤维化研究基金资助项目(XJS20120501); 上海交通大学医学院附属新华医院院长基金项目(12QYJ05)

Multivariable regression analysis of controlled attenuation parameter of liver by FibroScan in healthy individuals

Lu Jiafa,Pan Qin,Chen Guangyu   

  1. Department of Gastroenterology,Xinhua Hospital,Shanghai Jiaotong University School of Medicine,Shanghai 200092,China
  • Received:2013-11-01 Online:2014-06-30 Published:2016-04-11

摘要: 目的探讨影响普通人群肝脏受控衰减参数的相关因素。方法使用FibroScan○R-520诊断仪检测208例健康体检者肝脏受控衰减参数( CAP值),同时获取受试者的主要生化指标和性别、年龄、体质量指数、腰高比、腰臀比,对其进行多元线性回归分析和偏最小二乘回归分析,建立回归方程。结果多元线性回归分析显示,CAP值与体质量指数、腰臀比和年龄呈显著性相关,其标准回归系数分别为:体质量指数,β=0.2538,P=0.0007;腰臀比,β=0.1781,P=0.0158;年龄,β=0.1935,P=0.0022;通过多元回归分析和偏最小二乘回归建立的模型分别为:CAP=-137.70+9.40×甘油三脂+5.40×体质量指数+176.34×腰臀比+1.60×年龄,改良的CAP=-135.23+11.57×甘油三脂+4.82×体质量指数+212.81×腰臀比+1.12×年龄。结论普通人群CAP正常值范围受体质量指数、腰臀比和年龄的影响,改良的回归模型能更好地反映肝脏CAP值。

关键词: 肝脏脂肪变, 瞬时弹性记录仪, 受控衰减参数, 回归方程

Abstract: Objective To explore the related factors of controlled attenuation parameter (CAP) of liver obtained by FibroScan examination in healthy individuals. Methods The CAP was obtained by FibroScan in208healthy persons, and the main biochemical indexes, gender, age, body mass index (BMI), waist-hip ratio (WHR), waist-height ratio were collected at the same time, and the relationship between CAP value, these common indicators was analyzed. Results Multiple linear regression analysis showed that CAP value was significantly correlated with BMI, WHR, age (for BMI, β=0.280, P=0.0002;for WHR, β=0.206, P=0.0059;for age, β=0.192, P=0.0022);And the regression equation established after multiple linear regression analysis, partial least squares regression were CAP=-137.70+9.40*TG+5.40*BMI+176.34*WHR+1.60*age, the adjusted CAP=-92.11+10.67*TG-10.25*HDL+4.45*BMI+196.25*WHR+1.03*age. Conclusions The range of CAP value is affected by BMI, WHR, and age in the general population, the adjusted regression equation is more better to predict the CAP value of the liver

Key words: Liver steatosis, FibroScan, Controlled attenuation parameter, Regression equation