| Literature DB >> 24086520 |
Victoria Blom1, Lennart Bodin, Gunnar Bergström, Lennart Hallsten, Pia Svedberg.
Abstract
Within occupational health research, one of the most influential models is the Job Demands-Control-Support model. Numerous studies have applied the model to different domains, with both physical and psychological health outcomes, such as burnout. The twin design provides a unique and powerful research methodology for examining the effects of environmental risk factors on burnout while taking familial factors (genetic and shared environment) into account. The aim of the present study was to investigate the impact of familial factors on the associations of burnout with job demands, control and support. A total of 14,516 individuals from the Swedish Twin Registry, who were born between 1959 and 1986, and who participated in the Study of Twin Adults: Genes and Environment (STAGE) by responding to a web-based questionnaire in 2005, were included in the analyses. Of these, there were 5108 individuals in complete same-sex twin pairs. Co-twin control analyses were performed using linear mixed modeling, comparing between-pairs effects and within-pair effects, stratified also by zygosity and sex. The results indicate that familial factors are of importance in the association between support and burnout in both women and men, but not between job demands and burnout. There are also tendencies towards familial factors being involved in the association between control and burnout in men. These results offer increased understanding of the mechanisms involved in the associations between work stress and burnout.Entities:
Mesh:
Year: 2013 PMID: 24086520 PMCID: PMC3783402 DOI: 10.1371/journal.pone.0075387
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Numbers of twins in the source population of working twins and formation of study group for different analyses.
| Number of twins | Single twin/Individuals in complete pairs | Exclusions |
| 16 412 | 7648/8764 | 293 Unknown Zygosity |
| 1603 Missing value for Burnout | ||
| 14 516 | 7280/7236 | 6689 No possibility to form within-twin mean values and differences for Job demands, Control and Support |
| 7827 | 627/7200 | 627 No possibility to form within-twin mean value and difference for Burnout |
| 7200 | 0/7200 | 2092 Opposite sex twins |
5108 twin individuals in complete pairs available for co-twin analysis: 2894 MZ, 2214 DZ same sex.
In the descriptive analyses 7378 twins were included, randomly drawn from each twin pair in order to account for dependence between twin pairs.
Mean values (standard deviations) and correlations in a sample of Swedish twins, randomly drawn from each twin pair (n = 7378).
| Burnout | Job demands | Support | |
|
| |||
| Women | |||
| 2.71 | |||
| n = 3769 | |||
| Men | |||
| 2.15 | |||
| n = 3609 | |||
|
| |||
| Women | .23 | ||
| 2.72(.52) | |||
| n = 3769 | |||
| Men | .20 | ||
| 2.73 (.50) | |||
| n = 3609 | |||
|
| |||
| Women | −.27 | −.27 | |
| 3.34 | |||
| n = 3769 | |||
| Men | −.23 | −.25 | |
| 3.38 | |||
| n = 3609 | |||
|
| |||
| Women | −.09 | .13 | .22 |
| 2.99 | |||
| n = 3769 | |||
| Men | −.07 | .12 | .22 |
| 3.12 | |||
| n = 3609 |
**<.001,
*<.05,
= significant mean difference between men and women.
Likelihood ratio tests of different specifications of linear mixed models for analyses of the relations between burnout and job demands, control and support.
| Model with the smallest number of parameters | Model with the largest number of parameters | Likelihood ratio p-value |
| Model (1) | Model (2) |
|
|
| ||
| Model (2) | Model (2) + interactions sex*JD-C-S | 8.31 |
| p = 0.22 | ||
| Model (2) | Model (2) + interactions zygosity*JD-C-S | 2.72 |
| p = 0.84 | ||
| Model (2) | Model (2) + interactions sex*JD-C-S and zygostity*JD-C-S | 11.12 |
| p = 0.43 | ||
| Model (2) | Model (2) +3-way interactions sex*zygosity*JD-C-S | 20.45 |
| p = 0.37 | ||
| Model (2) | Model (2) + interaction sex*zygosity | 0.90 |
| p = 0.34 |
Two different models, Model (1) and Model (2), for twin analysis according to Carlin et al. [20] (5108 individuals in complete same-sex twin pairs).
p<0.05 indicates improved model fit for the model with the largest number of parameters. Statistical significances are shown in bold.
JD-C-S is shorthand for Job Demands, Control and Support.
Linear mixed model analyses of the associations between burnout and job demands, control and support in two different models for twin analysis, Carlin et al. [20].
| Model (1) | Model (2) | |||||||
| Bc | CI (95%) | BB | CI (95%) | Bw | CI (95%) | BB−Bw | CI (95%) | |
|
| .42 | .35–.49 | .43 | .33–.53 | .40 | .30–.49 | .03 | −.10–.17 |
|
| −.47 | −.55–−.40 | −.65 | −.75–−.54 | −.32 | −.42–−.22 | −.33 | −.47–−.18 |
|
| −.13 | −.20–−.07 | −.13 | −.22–−.04 | −.14 | −.23–−.05 | .01 | −.12–.13 |
The models include sex and zygosity as additional covariates (5108 individuals in complete same-sex twin pairs).
**p<.001,
*p<.05,
not significant.
Linear mixed model analyses of the associations between burnout and job demands, control and support in two different models for twin analysis, Carlin et al. [20] including both same- and opposite-sex twins.
| Model (1) | Model (2) | |||||||
| Bc | CI (95%) | BB | CI (95%) | Bw | CI (95%) | BB−Bw | CI (95%) | |
|
| .42 | .37–.48 | .46 | .38–.54 | .39 | .31–.46 | .07 | −.04–.18 |
|
| −.49 | −.55–−.43 | −.64 | −.72–−.55 | −.35 | −.43–−.26 | −.29 | −.41–−.17 |
|
| −.10 | −.15–−.04 | −.07 | −.14–−.00 | −.13 | −.20–−.05 | .06 | −.04–.16 |
The models include zygosity as additional covariate (7200 individuals in complete same- and opposite-sex twin pairs).
**p<.001,
*p<.05,
not significant.
Linear mixed model analyses, stratified by sex and zygosity, of the associations between burnout and job demands, control and support, with separation between between-pairs and within-pair effects; Model (2) from Carlin et al. [20] (5108 individuals in complete same-sex twin pairs).
| BB | CI (95%) | Bw | CI (95%) | BB−Bw | CI (95%) | ||
|
|
| ||||||
| MZ, Men | 1272 | .37 | .19–.55 | .38 | .21–.56 | −.01 | −.26–.24 |
| DZ, Men | 936 | .32 | .12–.52 | .49 | .28–.70 | −.17 | −.46–.12 |
| MZ, Women | 1622 | .46 | .28–.64 | .35 | .17–.53 | .11 | −.14–.37 |
| DZ, Women | 1278 | .54 | .34–.75 | .39 | .19–.60 | .15 | −.15–.44 |
|
| |||||||
| MZ, Men | 1272 | −.70 | −.89–−.51 | −.18 | −.36–−.00 | −.52 | −.78–−26 |
| DZ, Men | 936 | −.49 | −.69–−.28 | −.43 | −.63–.23 | −.06 | −.35–.23 |
| MZ, Women | 1622 | −.68 | −.88–−.48 | −.34 | −.53–−.16 | −.33 | −.61–−.06 |
| DZ, Women | 1278 | −.68 | −.88–−.48 | −.33 | −.55–−.11 | −.35 | −.65–−05 |
|
| |||||||
| MZ, Men | 1272 | .11 | −.05–.26 | −.25 | −.41–−.10 | .36 | .14–.58 |
| DZ, Men | 936 | −.05 | −.22–.11 | −.08 | −.26–.10 | .02 | −.22–.27 |
| MZ, Women | 1622 | −.16 | −.32–−.01 | −.03 | −.20–.14 | −.13 | −.36–.10 |
| DZ, Women | 1278 | −.11 | −.30–.08 | −.20 | −.39–−.01 | .09 | −.18–.36 |
**p<.001,
*p<.05,
not significant.