| Literature DB >> 15602591 |
Shahrad Taheri1, Ling Lin, Diane Austin, Terry Young, Emmanuel Mignot.
Abstract
BACKGROUND: Sleep duration may be an important regulator of body weight and metabolism. An association between short habitual sleep time and increased body mass index (BMI) has been reported in large population samples. The potential role of metabolic hormones in this association is unknown. METHODS ANDEntities:
Mesh:
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Year: 2004 PMID: 15602591 PMCID: PMC535701 DOI: 10.1371/journal.pmed.0010062
Source DB: PubMed Journal: PLoS Med ISSN: 1549-1277 Impact factor: 11.069
Figure 1Sample Construction and Data Collected
All employees (aged 30–60 y) of four state agencies in south central Wisconsin were mailed surveys starting in 1989 regarding general health and sleep habits. From this population, a stratified random sample of respondents was recruited for an extensive overnight protocol providing polysomnography and sleep questionnaire data and morning, fasted serum for hormone and metabolite measurement. The metabolic hormones measured were ghrelin (856 participants), leptin (1,017 participants), adiponectin (1,015 participants), and insulin (1,014 participants) (see Table 1). Based on scheduling availability, 721 participants completed an added protocol to measure daytime sleepiness that included a 6-d sleep diary, of which 714 reported on naps (see Table 1). See text for further description of the study population and definitions of the sleep measures used.
Characteristics of the Sample
n = 1,024 except as noted
a Median (first quartile, third quartile)
LDL, low-density lipoprotein
DOI: 10.1371/journal.pmed.0010062.t001
Figure 2The Relationship between BMI and Average Nightly Sleep
Mean BMI and standard errors for 45-min intervals of average nightly sleep after adjustment for age and sex. Average nightly sleep values predicting lowest mean BMI are represented by the central group. Average nightly sleep values outside the lowest and highest intervals are included in those categories. Number of visits is indicated below the standard error bars. Standard errors are adjusted for within-subject correlation.
Relationships among Metabolic Hormone Levels, Age, Sex and BMI
Each row represents a single regression analysis
a All models also included a term for time since sample was drawn (time of storage). A change of one unit of the predictor variables (age, female indicator) results in a change of the coefficient's size and direction in the transformed variable
b Square-root transformation used in these models
c Natural logarithm transformation used in these models
d Participants with diabetes were excluded (self-reported diagnosis, currently taking insulin or diabetic medications, or glucose >300 mg/dl)
DOI: 10.1371/journal.pmed.0010062.t002
Partial Pearson Correlations of Metabolic Hormones and QUICKI after Adjustment for Sex, Age, and BMI
Shown are unstandardized correlation coefficients
a Square-root transformation
b Natural logarithm transformation
c A total of 843 participants had data for all variables; correlations were calculated within this subset
d QUICKI = 1/(log(I) + log(G)) where I is fasting insulin and G is fasting glucose
DOI: 10.1371/journal.pmed.0010062.t003
Relationships between Sleep Variables and Metabolic Hormones, Adjusted for Age, Sex, BMI, and Time of Sample Storage
Each coefficient is from a separate regression model. The first three sleep variables were derived from nighttime polysomnography data; average nightly sleep (with and without naps) was derived from sleep diary data, and usual sleep was derived from questionnaire data
a Sample sizes for all polysomnography-derived sleep variables (sleep efficiency, total sleep time, and WASO)
b Square-root transformation used in these models
c Outliers excluded. One participant was removed from all models because of a very high leptin level and low BMI (21 kg/m2). For the leptin/average nightly sleep and leptin/average nightly sleep with naps models, two participants were removed: one was a large outlier (very high leptin level), and one had 6-d diary sleep of less than 12 h, which was influential. Removing these two points resulted in a slightly smaller, less significant coefficient. For the leptin/usual sleep model, one outlier with a large leptin value was removed. Again, this resulted in a slightly smaller, less significant coefficient
d Natural logarithm transformation used in these models
e Participants with diabetes were excluded (self-reported diagnosis, currently taking insulin or diabetic medications, or glucose >300 mg/dl, n = 78)
DOI: 10.1371/journal.pmed.0010062.t004
Figure 3The Association between Sleep Duration and Serum Leptin and Ghrelin Levels
(A) Mean leptin levels and standard errors for half-hour increments of average nightly sleep after adjustment for age, sex, BMI, and time of storage (see Table 2). Average nightly sleep values outside the lowest and highest intervals are included in those categories. Sample sizes are given below the standard error bars. The y-axis uses a square-root scale. Data derived from 718 diaries because three participants had missing leptin data.
(B) Mean ghrelin levels and standard errors for half-hour increments of total sleep time after adjustment for age, sex, BMI, and time of storage (see Table 2). Total sleep time values outside the lowest and highest intervals are included in those categories. The y-axis uses a square-root scale. Note that ranges for total sleep time amounts are typically shorter than those for average nightly sleep amounts (A; see Figure 1), and do not correlate strongly (see text).