| Literature DB >> 31817568 |
María Fernanda Zerón-Rugerio1,2, Álvaro Hernáez3,4, Armida Patricia Porras-Loaiza5, Trinitat Cambras6, Maria Izquierdo-Pulido2,4.
Abstract
The timing of food intake has been associated with obesity and adverse metabolic outcomes, independently of the amount or content of food intake and activity level. However, the impact of the variability in the timing of food intake between weekends and weekdays on BMI (body mass index) remains unexplored. To address that, we propose to study a marker of the variability of meal timing on weekends versus weekdays (denominated as 'eating jet lag') that could be associated with increments in BMI. This cross-sectional study included 1106 subjects (aged 18-25 years). Linear regression models were used to examine the associations of eating jet lag with BMI and circadian related variables (including chronotype, eating duration, sleep duration, and social jet lag). Subsequently, a hierarchical multivariate regression analysis was conducted to determine whether the association of eating jet lag with BMI was independent of potentially confounding variables (e.g., chronotype and social jet lag). Moreover, restricted cubic splines were calculated to study the shape of the association between eating jet lag and BMI. Our results revealed a positive association between eating jet lag and BMI (p = 0.008), which was independent of the chronotype and social jet lag. Further analysis revealed the threshold of eating jet lag was of 3.5 h or more, from which the BMI could significantly increase. These results provided evidence of the suitability of the eating jet lag, as a marker of the variability in meal timing between weekends and weekdays, for the study of the influence of meal timing on obesity. In a long run, the reduction of the variability between meal timing on weekends versus weekdays could be included as part of food timing guidelines for the prevention of obesity among general population.Entities:
Keywords: body mass index; eating jet lag; meal timing; obesity; young adults
Mesh:
Year: 2019 PMID: 31817568 PMCID: PMC6950551 DOI: 10.3390/nu11122980
Source DB: PubMed Journal: Nutrients ISSN: 2072-6643 Impact factor: 5.717
Differences in meal timing between weekends and weekdays in the population studied.
| Meal Timing Variables | Mean (SD) |
|---|---|
| Breakfast | |
| Weekdays, hh:mm | 08:21 (01:15) |
| Weekends, hh:mm | 10:24 (01:08) |
|
| |
| Breakfast jet lag, h | 2.0 (1.2) |
| Lunch | |
| Weekdays, hh:mm | 14:15 (01:09) |
| Weekends, hh:mm | 14:53 (00:58) |
|
| |
| Lunch jet lag, h | 0.9 (0.8) |
| Dinner | |
| Weekdays, hh:mm | 21:17 (00:47) |
| Weekends, hh:mm | 21:32 (00:56) |
|
| |
| Dinner jet lag, h | 0.5 (0.7) |
| Eating midpoint | |
| Weekdays, h | 15:09 (01:28) |
| Weekends, h | 16:01 (01:18) |
|
| |
| Eating jet lag, h | 1.3 (0.9) |
SD, Standard deviation. Data are expressed as mean (SD). a Paired t-tests were used to compare the mean of the timing of breakfast, lunch, and dinner and eating duration on weekends versus weekdays. Significant p-values < 0.05 are shown in bold.
Figure 1Frequencies of the delay, maintenance, or advance on meal timing during among the population studied. Values represent the percentage of individuals delaying, maintaining or advancing each meal timing. The black bars indicate the delay in the timing of a meal, gray bars indicate the maintenance on the timing of the meal, and white bars indicate the advance in the timing of a meal.
Associations between breakfast, lunch, and dinner and eating jet lag with circadian related variables.
| Chronotype (MSF) | Social Jet Lag | |||||
|---|---|---|---|---|---|---|
| β | 95% CI | β | 95% CI | |||
| Breakfast jet lag | 0.320 | 0.250, 0.0390 |
| 0.720 | 0.640, 0.800 |
|
| Lunch jet lag | 0.100 | 0.061, 0.141 |
| 0.049 | 0.002, 0.096 |
|
| Dinner jet lag | 0.073 | 0.061, 0.140 |
| 0.072 | 0.038, 0.110 |
|
| Eating jet lag | 0.110 | 0.063, 0.160 |
| 0.270 | 0.210, 0.330 |
|
MSF, Midpoint of sleep on free days; CI, confidence interval. Data was analyzed using linear regression models to test associations between breakfast, lunch, and dinner and eating jet lag with continuous outcome measures of chronotype and social jet lag. The table shows the unstandardized coefficient (β), CI and p-value associated with each predictor variable. a Analyses were conducted with age, gender, nationality, diet quality, sleep duration, and physical activity as covariates. Significant p-values are shown in bold.
Hierarchical multivariate regression analysis of predictors of the body mass index.
| Variables | Model 1 | Model 2 | Model 3 |
|---|---|---|---|
| β (95% CI) | β (95% CI) | β (95% CI) | |
| Eating jet lag, h | 0.336 (0.132, 0.540) ** | 0.280 (0.080, 0.479) ** | 0.283 (0.073, 0.494) ** |
| Nationality (1, Spanish; 2, Mexicans) | 1.671 (1.232, 2.111) ** | 1.621 (1.129, 2.113) *** | |
| age, years | 0.239 (0.162, 0.317) *** | 0.237 (0.159, 0.316) *** | |
| Gender (1, male; 2, females) | −1.076 (−1.550, −0.603) *** | −1.067 (−1.546, −0.588) *** | |
| Physical activity, METs | 0.000 (0.000, 0.000) | 0.000 (0.000, 0.000) | |
| Diet quality, z-score | −0.012 (−0.206, 0.182) | 0.013 (−0.192, 0.218) | |
| Sleep duration, h | −0.081 (−0.281, 0.120) | −0.094 (−0.300, 0.111) | |
| Average eating duration, h | −0.033 (−0.120, 0.054) | ||
| Chronotype, MSF | 0.031 (−0.207, 0.268) | ||
| Social jet lag, h | −0.034 (−0.320, 0.253) | ||
| R2 | 0.009 ** | 0.089 *** | 0.087 *** |
| R2 change | 0.009 ** | 0.085 *** | 0.001 |
| F change | 10.479 | 17.111 | 0.242 |
CI, Confidence Interval; h, hours; METs, Metabolic Equivalents of Task; MSF, Midpoint of sleep on free-days. Multivariate regression analyses were used to test the association of eating jet lag with BMI. The table shows the unstandardized coefficient (β), CI and p-value associated with each predictor variable. Significant p-values ** <0.01, *** <0.001.
Figure 2Restricted cubic spline model of the association between eating jet lag and the BMI. BMI, Body mass index. Cubic spline models adjusted by age, gender, nationality, physical activity, diet quality, and sleep duration. The gray band indicates the confidence levels for the regression line.