| Literature DB >> 24312315 |
Peter Koval1, Barbara Ogrinz, Peter Kuppens, Omer Van den Bergh, Francis Tuerlinckx, Stefan Sütterlin.
Abstract
Previous research has shown that being affectively unstable is an indicator of several forms of psychological maladjustment. However, little is known about the mechanisms underlying affective instability. Our research aims to examine the possibility that being prone to extreme fluctuations in one's feelings is related to maladaptive emotion regulation. We investigated this hypothesis by relating affective instability, assessed in daily life using the experience sampling method, to self-reported emotion regulation strategies and to parasympathetically mediated heart rate variability (HRV), a physiological indicator of emotion regulation capacity. Results showed that HRV was negatively related to instability of positive affect (as measured by mean square successive differences), indicating that individuals with lower parasympathetic tone are emotionally less stable, particularly for positive affect.Entities:
Mesh:
Year: 2013 PMID: 24312315 PMCID: PMC3843676 DOI: 10.1371/journal.pone.0081536
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Descriptive Statistics and Correlations among all Study Variables.
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| 1.00 | 57.15 | 12.77 | ||||||
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| -.65** | 1.00 | 16.06 | 11.00 | |||||
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| -.19 | .22* | 1.00 | 397.20 | 202.03 | ||||
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| -.40** | .67** | .48** | 1.00 | 139.02 | 114.43 | |||
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| .02 | .03 | -.31** | -.15 | 1.00 | 38.41 | 15.47 | ||
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| .05 | .04 | -.30** | -.16 | .86** | 1.00 | 633.77 | 542.36 | |
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| .02 | -.04 | -.03 | -.04 | -.14 | -.08 | 1.00 | 4.39 | 0.84 |
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| .01 | .03 | .14 | .04 | -.02 | -.11 | .03 | 3.03 | 1.29 |
Note. N = 83. Means and SDs for PA and NA instability are based on raw mean square successive differences rather than log transformed values. PA = positive affect; NA = negative affect; rMSSD = root mean square successive difference; HF = high frequency component expressed in absolute units; HRV = heart rate variability.
* p < .05, ** p < .01.
Results of Multilevel Models Predicting Instability (MSSD) of Positive Affect from Self-Reported and Physiological Indices of Emotion Regulation.
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| Intercept (PA MSSD) |
| 4.33 (0.07) | < .001 | 4.32 (0.07) | < .001 |
| Reappraisal |
| -0.02 (0.07) | .753 | -0.02 (0.07) | .790 |
| PA mean level |
| ― | ― | -0.14 (0.09) | .134 |
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| Intercept (PA MSSD) |
| 4.32 (0.07) | < .001 | 4.32 (0.07) | < .001 |
| Suppression |
| 0.04 (0.06) | .475 | 0.04 (0.06) | .461 |
| PA mean level |
| ― | ― | -0.14 (0.09) | .136 |
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| Intercept (PA MSSD) |
| 4.33 (0.07) | < .001 | 4.33 (0.07) | < .001 |
| rMSSD (HRV) |
| -0.18 (0.07) | .010 | -0.18 (0.06) | .009 |
| PA mean level |
| ― | ― | -0.13 (0.09) | .121 |
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| Intercept (PA MSSD) |
| 4.32 (0.07) | < .001 | 4.32 (0.07) | < .001 |
| HF |
| -0.17 (0.06) | .006 | -0.16 (0.06) | .008 |
| PA mean level |
| ― | ― | -0.13 (0.09) | .144 |
In Step 2 mean affect was controlled for.
Figure 1Standardized PA instability scores plotted against standardized HRV (rMSSD) values.
Individual PA instability values are person-specific intercepts obtained from an intercept-only multilevel model with log-transformed PA squared successive differences as the outcome. Linear fit line shown is based on all observations.
Figure 2Standardized PA instability scores plotted against standardized HRV (HFabs) values.
Individual PA instability values are person-specific intercepts obtained from an intercept-only multilevel model with log-transformed PA squared successive differences as the outcome. Linear fit line shown is based on all observations.
Results of Multilevel Models Predicting Instability (MSSD) of Negative Affect from Self-Reported and Physiological Indices of Emotion Regulation.
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| Intercept (NA MSSD) |
| 2.42 (0.15) | < .001 | 2.42 (0.09) | < .001 |
| Reappraisal |
| -0.02 (0.15) | .907 | 0.03 (0.11) | .807 |
| NA mean level |
| ― | ― | 1.08 (0.15) | < .001 |
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| Intercept (NA MSSD) |
| 2.42 (0.15) | < .001 | 2.42 (0.09) | < .001 |
| Suppression |
| 0.17 (0.14) | .225 | 0.14 (0.09) | .137 |
| NA mean level |
| ― | ― | 1.08 (0.14) | < .001 |
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| Intercept (NA MSSD) |
| 2.43 (0.15) | < .001 | 2.42 (0.09) | < .001 |
| rMSSD (HRV) |
| -0.18 (0.15) | .221 | -0.21 (0.09) | .020 |
| NA mean level |
| ― | ― | 1.09 (0.14) | < .001 |
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| Intercept (NA MSSD) |
| 2.42 (0.15) | < .001 | 2.42 (0.09) | < .001 |
| HF |
| -0.25 (0.14) | .080 | -0.21 (0.10) | .035 |
| NA mean level |
| ― | ― | 1.07 (0.14) | < .001 |
In Step 2 mean affect was controlled for.
Note. Level 2 predictors were standardized. MSSD = mean square successive difference; NA = negative affect; rMSSD = root mean square successive difference; HF = high frequency component; HRV = heart rate variability.
a d.f. = 81. b d.f .= 80.