| Literature DB >> 31133673 |
Boris Bornemann1, Peter Kovacs2, Tania Singer3.
Abstract
Regulation of the parasympathetic nervous system, indexed through high frequency heart rate variability (HF-HRV), is indicative of physical and psychological health. However, little is known about the trainability of this capacity. We investigated the effects of a 9-month mental training program (the ReSource Project; n = 298) on voluntary HF-HRV upregulation, assessed with a novel biofeedback procedure. The program consisted of attentional, interoceptive, socio-affective and socio-cognitive training elements, all of which potentially influence parasympathetic regulation. Based on known links between oxytocin and parasympathetic activity, we also explored the relationship of HF-HRV upregulation to the oxytocin receptor system. We found that HF-HRV during the biofeedback session increased after 3 months of training, concomitant with prolonged respiration cycles. Breathing-controlled changes in HF-HRV upregulation, indicative of improved parasympathetic control, were significantly increased after 6 months of training. Homozygous risk allele carriers (AA) of the oxytocin receptor gene polymorphism rs53576 showed initially lower parasympathetic control, but fully compensated for their initial deficits through the training. No changes were found for HF-HRV at rest. Our data demonstrate that a mental training intervention extending over several months can increase the capacity for voluntary regulation of HF-HRV, with important implications for improving individual and societal health.Entities:
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Year: 2019 PMID: 31133673 PMCID: PMC6536553 DOI: 10.1038/s41598-019-44201-7
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Changes in the three HRV parameters across the training. (A) Design of the ReSource project (reproduced with permission from[49]): Three training cohorts undergo different types of mental training. Measurements are taken at every time point (x-axis). Δt between the time points = 3 months, total training duration = 9 months. A retest control cohort completes all measurements but does not undergo any training. (B) Variation in the three HRV parameters across the training period. ln ms = logarithm of milliseconds. vuLPR = voluntary upregulation of Local Power, controlling for changes in respiratory period. (C) Variation in the three HRV parameters in the trained cohorts across the training period, split by the oxytocin receptor gene rs53576 polymorphism. *p < 0.05, for the interaction between time and training from T0 to Tn, tested within a linear mixed model (see Methods). Error bars indicate standard error of the mean. Number of participants per timepoint are given in Table 1 (for Panel B) and Supplementary Table S2 (for Panel C). Note that the T0 data of panel B have been previously reported in[16]. Data of the graphs can also be found as tables in the Supplementary Material, Section F.
Participant characteristics across the four time points.
| T0 | T1 | T2 | T3 | |
|---|---|---|---|---|
Presence - Affect - Perspective | n = 64 (33f), M age: 40.6 (9.0) | n = 76 (44f), M age: 41.5 (9.0) | n = 76 (42f), M age: 41.6 (8.6) | N = 73 (44f), M age: 41.4 (9.0) |
Presence - Perspective - Affect | n = 76 (45f) M age: 41.2 (9.8) | n = 70 (43f), M age: 41.1 (9.7) | n = 73 (46f), M age: 41.3 (9.7) | n = 74 (44f), M age: 40.2 (9.7) |
Affect | n = 77 (47f) M age: 40.3 (8.8) | n = 70 (41f), M age: 40.7 (9.0) | ||
No Training | n = 81 (48f), M age: 39.6 (9.3) | n = 76 (47f), M age: 40.7 (9.0) | n = 82 (48f), M age: 39.7 (9.4) | n = 74 (47f), M age: 39.9 (9.5) |
|
| n = 298 (173f), M age: 40.4 (9.2) | n = 292 (175f), M age: 40.7 (9.2) | n = 231 (137f), M age: 40.8 (9.2) | n = 221 (131f), M age: 40.8 (9.4) |
f = females; m age = mean age (standard deviation in parenthesis). The T0 data have been reported on in[16].
Figure 2Biofeedback display and computation of Local Power. (Panel a) shows the display of the biofeedback task. A spinning ball is displayed on the screen. Its height is determined by Local Power (LP). (Panels b,c) illustrate the computation of LP: Shown is the heart period (HP) of a single participant over the course of 1 minute (Panel b). Every time the direction of the HP curve shifts (vertical lines), a new LP value (Panel c) is assigned, computed as the difference in HP to the previous shifting point. An average of the last two LP values is used for feedback. Figure reproduced with permission from[16].