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结构方程模型在中国居民自报健康状况评价中的应用
引用本文:刘亨辉,王建生,周脉耕,王骏,王黎君,胡以松,王玉英,葛辉,杨功焕. 结构方程模型在中国居民自报健康状况评价中的应用[J]. 中国健康教育, 2009, 25(5): 333-337
作者姓名:刘亨辉  王建生  周脉耕  王骏  王黎君  胡以松  王玉英  葛辉  杨功焕
作者单位:刘亨辉,LIU Heng-hui(中国疾病预防控制中心,北京,100050;协和医科大学公共卫生学院,北京,100021);王建生,周脉耕,王骏,王黎君,胡以松,王玉英,葛辉,杨功焕,WANG Jian-sheng,ZHOU Mai-geng,WANG Jun,WANG Li-jun,HU Yi-song,WANG Yu-ying,GE Hui,YANG Gong-huan(中国疾病预防控制中心,北京,100050)  
摘    要:
目的分析居民自报健康、真实健康和健康态度之间的潜在关系,解决自报健康跨人群不可比性问题,实现人群健康的综合评价。方法利用2007年中国居民自报健康抽样调查数据,将健康情景评价作为对健康态度的测量,应用结构方程模型的方法,构建自报健康、真实健康和健康态度之间相互关系的理论模型。结果居民自报健康结果除了受真实健康因子的支配外,还受个人健康态度的影响。调整健康态度的影响后,年龄、性别、文化程度、城乡、中部和西部、经济状况等因素的标准化回归系数分别为-0.0765(t=-6.3349),0.0211(t=2.8827),-0.0014(t=-0.7853),0.0275(t=2.5759),0.0491(t=5.4676),-0.0092(t=-0.7778),0.0701(t=7.7376);而真实健康因子与年龄、性别、城乡、经济状况的标准化回归系数则分别为-0.2360(t=-12.3360),0.0016(t=0.0551),0.1269(t=8.3125),0.0421(t=4.0852),-0.0508(t=-4.3965),-0.1653(t=-10.1801),0.0760(t=7.2493)。结论结构方程模型可以应用于人群自报健康状况资料的分析,消除健康态度的影响后获得真实健康因子,后者比自报健康本身更具有可比性,从而客观评价不同人群真实健康状况。

关 键 词:自报健康  结构方程模型  人群健康综合测量

Application of structural equation model in measurement of self-reported health status in Chinese residents
LIU Heng-hui,WANG Jian-sheng,ZHOU Mai-geng,WANG Jun,WANG Li-jun,HU Yi-song,WANG Yu-ying,GE Hui,YANG Gong-huan. Application of structural equation model in measurement of self-reported health status in Chinese residents[J]. Chinese Journal of Health Education, 2009, 25(5): 333-337
Authors:LIU Heng-hui  WANG Jian-sheng  ZHOU Mai-geng  WANG Jun  WANG Li-jun  HU Yi-song  WANG Yu-ying  GE Hui  YANG Gong-huan
Affiliation:.(Chinese Center for Disease Control and Prevention, Peking Union Medical College, Beijing 100050, China)
Abstract:
Objective To discuss and analyze the relationship among serf-reported health, true health status and health attitudes, and to explore the method of assessing the self-reported health status of Chinese residents comparably. Methods The data of the self-reported health survey in Chinese residents in 2007 was used to make the evaluation of health vignettes as measures of respondents' health attitudes. A theoretical structural equation model (SEM) was built to describe the relationship among self-reported health, true health status, and health attitudes. Results The data was fitted well, and the results were reasonable. Beside true health status, the self-reported health was exactly influenced by personal health attitudes. After adjusting the effect of attitudes, the standard estimates of β were - 0. 0765 ( t = - 6. 3349), 0.0211 (t=2.8827), -0.0014 (t=-0.7853), 0.0275 (t=2.5759), 0.0491 (t=5.4676), -0.0092 (t=- 0. 7778), and 0. 0701 (t =7. 7376) for effects of age, sex, education, rural vs city, central vs eastern provinces, western vs eastern provinces, income, respectively. However, correspondingly, for the true health which was subtracted the im- pacts of personal attitudes from the self- reported health, the standard estimates of β were -0. 2360 (t = - 12. 3360), 0.0016 (t=0.0551),0.1269 (t=8.3125), 0.0421 (t=4.0852), -0.0508 (t= -4.3965), -0.1653 (t= - 10. 1801 ), and 0. 0760 (t = 7. 2493), respectively. Conclusion SEM can be applied in analyses and measurement of population self-reported health. It can adjust kinds of influencing factors, abstract the true health factor, and then evaluate self-reported health status among different population objectively.
Keywords:Self-reported health  Structural equation model  Summary measures of population health
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