| Literature DB >> 24501668 |
Hye Young Oh1, Hong Soo Lee2, Sang Wha Lee2, Kyung Won Shim2, Hyejin Chun2, Joo Yeon Kim3.
Abstract
BACKGROUND: Lung age, calculated from sex, forced expiratory volume in one second (FEV1), and height, was developed to illustrate premature changes to the lungs and could be used to motivate smoking cessation. However, this method has not been tested in association with smoking in Korea. The purpose of this study was to investigate the association of lung age with smoking and other factors in Korean males.Entities:
Keywords: Forced Expiratory Volume 1; Lung Age; Male; Obesity; Smoking; Spirometry
Year: 2014 PMID: 24501668 PMCID: PMC3912265 DOI: 10.4082/kjfm.2014.35.1.35
Source DB: PubMed Journal: Korean J Fam Med ISSN: 2005-6443
Equations to predict lung age in Korean males
Derived from normal predictive values of spirometry in Korean population, 2007. From Choi JK, et al. Tuberc Respir Dis 2005;58:230-42.11)
*Height (cm). †Forced expiratory volume 1 second (L).
Baseline characteristics by smoking status (n = 1,100)
Values are presented as mean ± SD, median (interquartile range), or number (%).
FEV1 (%): forced expiratory volume 1 second (calculated as observed FEV1 in liters divided by predicted FEV1 in liters multiplies 100), BMI: body mass index (calculated as weight in kilograms divided by height in meters squared).
*From analysis of variance test. †Shows median value and interquartile range. ‡From Kruskal-Wallis test comparing a difference among 3 study groups.
Comparison of lung age by smoking status
Values are presented as mean ± SD.
*Age difference is lung age minus chronologic age (y). †From analysis of variance test for comparison among three groups.
Figure 1Comparisons of lung age difference by smoking status. Graphs show comparisons of lung age difference by smoking status. Values are presented as mean ± SD. Bars show 95% confidential interval. *P-values were calculated by analysis of variance. P-values in figure were calculated using Tukey test (Post Hoc).
Correlation between age difference and relevant factors identified on univariate linear regression
β: regression coefficient, SE: standard error.
*Coefficients (β) and P-values were calculated by univariate linear regression.
Regression coefficients and statistical significance of factors influencing age difference, based on multivariate linear regression adjusted for age
Multiple correlation coefficient (R2) was 0.037 (P < 0.001).
β: regression coefficient, SE: standard error.
*Coefficients (β) and P-values were calculated by entered method in multiple linear regression.