Spirometry reference values for an andean high-altitude population

被引:10
|
作者
Lopez Jove, Orlando R. [1 ]
Arce, Santiago C. [2 ]
Chavez, Rene W. [3 ]
Alaniz, Alejandro [3 ]
Lancellotti, Diana [1 ]
Nelida Chiapella, Maria [4 ]
Julian, Alicia [3 ]
De Vito, Eduardo L. [2 ]
Sala, Hernando L. [4 ]
机构
[1] Hosp Cetrangolo, Vicente Lopez, Argentina
[2] Inst Invest Med Alfredo Lanari, Buenos Aires, DF, Argentina
[3] Hosp San Roque, San Salvador De Jujuy, Argentina
[4] Hosp Posadas, Buenos Aires, DF, Argentina
关键词
Lung function tests; Spirometry; Normal values; Reference ranges; Respiratory physiology; High altitude; LUNG-FUNCTION; MEXICAN-AMERICAN; NHANES-III; HYPOXIA; ADAPTATION; COMPONENTS; RESIDENTS; VOLUMES; STATURE; BLACK;
D O I
10.1016/j.resp.2017.09.016
中图分类号
Q4 [生理学];
学科分类号
071003 ;
摘要
We compared the spirometric values of people living at High Altitude at the Andean Plateau with those predicted for lowland population. Rationale: Spirometry reference values are not yet available for the millions of people living at high altitude in the Andean High Plateau. Objective: To obtain spirometric prediction equations from a healthy subset of adults living in Argentina at 3440 m above sea level. Methods: We randomly recruited 172 healthy men and 235 healthy women, ages 20-70. Spirometry was done according to ATS/ERS standards. Reference equations were computed using regression analysis. Results: The resulting prediction equations: For men: FVC = 0.0407*height (cm)-0.0250*age(years)-0.81;SEE 0.518. FEV1 = 0.0327*height (cm)-0.0282*age(years)-0.25;SEE 0.414. For women: FVC(liters) = 0.0464*height(cm)-0.0222*age(years)-2.62;SEE 0.396. FEV1(liters) = 0.0343*height(cm)-0.0218*age(years)-1.40;SEE 0.316. Conclusions: These results establish spirometric-prediction equations for the population studied and further demonstrate: (1) a linear decline of FVC and FEV1 with age for both genders, (2) age and height satisfactorily predict both parameters, (3) supra-normal values for this population were found when compared to those predicted by lowland Caucasian equations.
引用
收藏
页码:133 / 139
页数:7
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