| Literature DB >> 35704899 |
Min Maggie Wan1, Thomas K Kelemen2, Yejun Zhang3, Samuel H Matthews4.
Abstract
Drawing on the transactional theory of stress, the current study investigates whether employee job insecurity triggers employee behavioral strain reactions (i.e., alcohol use, marijuana use, and cigarette use) and psychological strain reactions (i.e., emotional exhaustion and depression) through stress during the COVID-19 pandemic. In addition, we integrate social support theory and expect the moderating role of pet attachment support in the above relationships. By collecting two-wave data from 187 employees with pets in the United States, we found that during the COVID-19 pandemic, stress mediated the relationships between job insecurity and predicted behavioral and psychological reactions. Moreover, pet attachment support buffered the relationships between stress and these behavioral and psychological strain reactions (all except cigarette use). Pet attachment support also alleviated the conditional indirect effects job insecurity had on the two types of strain reactions via stress. We discuss theoretical and practical implications of this study.Entities:
Keywords: Job insecurity; behavioral strain reactions; pet attachment support; psychological strain reactions; stress
Year: 2022 PMID: 35704899 PMCID: PMC9206895 DOI: 10.1177/00332941221109105
Source DB: PubMed Journal: Psychol Rep ISSN: 0033-2941
Means, Standard Deviations and Correlations.
| Mean | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | ||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 1. Sex | 1.50 | 0.50 | (-) | |||||||||||
| 2. Age | 36.66 | 8.96 | .13 | (-) | ||||||||||
| 3. Marital status | 0.71 | 0.45 | .00 | .03 | (-) | |||||||||
| 4. WFH percentage | 68.82 | 42.07 | .18* | −.01 | .16* | (-) | ||||||||
| 5. Job insecurity (T1) | 2.15 | 1.02 | .04 | .15* | −.08 | .11 | (.93) | |||||||
| 6. Stress (T1) | 2.02 | 0.82 | .13 | −.09 | −.08 | .12 | .41** | (.82) | ||||||
| 7. Pet attachment support (T2) | 4.27 | 0.74 | .15* | −.04 | −.03 | −.08 | −.06 | .01 | (.94) | |||||
| 8. Alcohol use (T2) | 1.53 | 0.89 | −.05 | .01 | −.03 | .06 | .00 | .16* | −.13 | (-) | ||||
| 9. Marijuana use (T2) | 1.22 | 0.62 | .11 | −.16* | .11 | −.01 | .11 | .25** | .02 | .22** | (-) | |||
| 10. Cigarette use (T2) | 1.16 | 0.56 | −.10 | −.01 | .01 | −.17* | −.01 | .19** | .02 | .12 | .21** | (-) | ||
| 11. Emotional exhaustion (T2) | 2.18 | 1.01 | .06 | −.05 | −.17* | .07 | .46** | .57** | −.09 | .19** | .14 | .11 | (.95) | |
| 12. Depression (T2) | 2.07 | 0.94 | .19* | −.17* | −.10 | .13 | .35** | .69** | −.08 | .12 | .20** | .15* | .66** | (.93) |
Note. N = 187 employees. SD = standard deviation; T1 = Time 1, Time 2 = Time 2, 1 week after Time 1; Reliabilities are shown in parentheses on the diagonal. WFH = work from home; Sex: 1 = male, 2 = female; Marital status: 0 = unmarried, 1 = married.
*p < .05, ** p < .01.
Confirmatory Factor Analysis Results.
| Model | Δ | Δ | Rmsea | CFI | TLI | ||
|---|---|---|---|---|---|---|---|
| Model 1: Five factors | 148.69 | 67 | .08 | .96 | .95 | ||
| Model 2: Four factors | 306.91 | 71 | 158.22** | 4 | .13 | .89 | .86 |
| Model 3: Three factors | 370.34 | 74 | 221.65** | 7 | .15 | .86 | .83 |
| Model 4: Two factors | 1111.28 | 76 | 962.59** | 9 | .27 | .52 | .42 |
Note. N = 187 employees. * p < .05,** p < .01.
Model 1: baseline model with job insecurity, stress, pet attachment support, emotional exhaustion, and depression loaded on their respective factors.
Model 2: four-factor model with emotional exhaustion and depression loaded onto one factor.
Model 3: three-factor model with stress, emotional exhaustion and depression loaded onto one factor.
Model 4: two-factor model with variables measured at Time 1 (job insecurity, stress) and Time 2 (pet attachment support, emotional exhaustion, depression) loaded onto respective factors.
Figure 1.The results for mediation model. Note. Unstandardized path coefficients are reported. For the ease of readability, we omitted the path estimates from control variables in the model. T1 = Time 1, T 2 = Time 2. *p < .05, **p < .01.
The Estimates of Indirect Effects.
| Indirect Effects | Estimate | 95% CI |
|---|---|---|
| Job insecurity → Stress → Alcohol use | .07 | [.02, .13] |
| Job insecurity → Stress → Marijuana use | .05 | [.02, .09] |
| Job insecurity → Stress → Cigarette use | .06 | [.03, .10] |
| Job insecurity → Stress → Emotional exhaustion | .17 | [.10, .24] |
| Job insecurity → Stress → Depression | .21 | [.14, .30] |
Note. CI = confidence interval; Bootstrap samples = 20,000.
Figure 2.The results for moderated mediation model. Note. Unstandardized path coefficients are reported. For the ease of readability, we omitted the path estimates from control variables in the model. T1 = Time 1, Time 2 = Time 2. *p < .05, **p < .01.
Figure 3.The interactive effect of stress and pet attachment support on alcohol use.
Figure 6.The interactive effect of stress and pet attachment support on depression.
Figure 4.The interactive effect of stress and pet attachment support on marijuana use.
Figure 5.The interactive effect of stress and pet attachment support on emotional exhaustion.
The Estimates of Conditional Indirect Effects.
| Conditional Indirect Effects | Estimate | 95% CI |
|---|---|---|
| Job insecurity → Stress → Alcohol use | ||
| High pet attachment support (+1SD) | .01 | [-.06, .08] |
| Low pet attachment support (-1SD) | ||
| Difference between low and high pet attachment support | ||
| Job insecurity → Stress → Marijuana use | ||
| High pet attachment support (+1SD) | .00 | [-.05, .05] |
| Low pet attachment support (-1SD) | ||
| Difference between low and high pet attachment support | ||
| Job insecurity → Stress → Emotional exhaustion | ||
| High pet attachment support (+1SD) | ||
| Low pet attachment support (-1SD) | ||
| Difference between low and high pet attachment support | ||
| Job Insecurity → Stress → Depression | ||
| High pet attachment support (+1SD) | ||
| Low pet attachment support (-1SD) | ||
| Difference between low and high pet attachment support | ||
Note. CI = confidence interval; Bootstrap samples = 20,000; The numbers in bold indicate significant estimates.