• J P Kirkness, B M McGinley, F P Sgambati, S P Patil, P L Smith, A R Schwartz, and H Schneider.
• Johns Hopkins Sleep Disorders Center, Division of Pulmonary Medicine, Johns Hopkins University, Baltimore, MD, USA.
• Conf Proc IEEE Eng Med Biol Soc. 2011 Jan 1;2011:8319-22.

AbstractExisting physiological databases have not been sufficiently detailed to provide relevant and important information for characterizing the pathophysiology of obstructive sleep apnea. Critical collapsing pressure (P(CRIT)) is a standard method for determining upper airway patency during sleep, however is labor intensive and prohibits large-scale studies. Based on previously published data indicating R(US) does not significantly vary between groups, our aim was to develop an approach to estimate the P(CRIT) from airflow at atmospheric pressure (V(atm)). In a dataset of 126 subjects, where P(CRIT) and R(US) were measured using standard techniques. We then determined the minimum sample size required to estimate the R(US) mean and variance by utilizing a bootstrap procedure (30 times for n=3 to 126). We first estimated the minimum number of subjects needed for obtaining a group for a two-tailed (z=1.96) standard error for R(US) in the population. Then in 75 individuals, quantitative estimates of airflow were obtained at atmospheric pressure. Using the estimated R(US) and atmospheric, we determined an estimated P(CRIT) (ЄP(CRIT)). Bland-Altman plots were generated to determine the agreement between the measured P(CRIT) and ЄP(CRIT). For the entire population the mean ± SEM R(US) was 23 ± 1 cmH(2)O/L/s (± 95% CI: 21, 25). ~40 subjects represent the minimum sample required to estimate the population variance within ± 2 SEM. In the subsample with atmospheric flow measurements, a linear regression model (ЄP(CRIT) [cmH(2)O] = V(@PN) [L/s]x-23[cmH(2)O/L/s]), ЄP(CRIT) ranged from 0 to -9.6 cmH(2)O. In the Bland-Altman analysis there was no mean difference between the measured P(CRIT) and ЄP(CRIT) (-0.01 cmH(2)O; p=0.8) with upper and lower limits of agreement at ± 2.3 cmH(2)O. The variance of upstream resistance approaches a constant value in groups with approximately 40 subjects. Utilizing a fixed up-stream resistance to estimate P(CRIT) from the airflow at atmospheric pressure agrees with the measured values. These data suggest that measurements of quantitative airflow during standard polysomnography can be used to determine upper airway properties in large cohorts.

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