| Literature DB >> 30581657 |
Zsófia Tóth1, Jenny Q Ouyang2, Ádám Z Lendvai1,3.
Abstract
BACKGROUND: Physiological regulators of life history trade-offs need to be responsive to sudden changes of resource availability. When homeostasis is challenged by unpredictable stressors, vertebrates respond through a set of physiological reactions, which can promote organismal survival. Glucocorticoids have been traditionally recognized as one of the main regulators of the physiological stress response, but the role of an evolutionarily more conserved pathway, the hypothalamic-pituitary-somatotropic (HPS) axis producing insulin-like growth factor-1 (IGF-1) has received much less attention. Although IGF-1 is known to affect several life history traits, little is known about its role in the physiological stress response and it has never been studied directly in adult wild animals.Entities:
Keywords: Glucocorticoid; HPS axis; IGF-1; Life-history trade offs; Panurus biarmicus; Stress response
Year: 2018 PMID: 30581657 PMCID: PMC6296332 DOI: 10.7717/peerj.5936
Source DB: PubMed Journal: PeerJ ISSN: 2167-8359 Impact factor: 2.984
Figure 1Effects of capture handling stress on corticosterone (A) and IGF-1 (B) levels.
Capture handling stress causes (A) a significant increase in circulating corticosterone levels (n = 16) and (B) a significant decrease in circulating IGF-1 levels (n = 17) in free-living bearded reedlings (Panurus biarmicus). Squares denote the individual IGF-1 and corticosterone concentrations, and lines between the squares connect the first and second samples from the same individual. The dots and arrows beside the individual points represent the mean and standard error values of corticosterone (A) or IGF-1 (B) levels.
Results from the final linear mixed model after backward elimination for corticosterone in the field study.
Parameter estimates of variables affecting circulating corticosterone levels in free-living bearded reedlings (Panurus biarmicus). Results are from the final linear mixed-effects model after stepwise backward elimination of non-significant effects. The initial model structure was: Corticosterone ∼Handling × (Sex + Mass). The terms excluded during model selection with the associated p-values in the model before elimination are shown below the table.
| Estimate | Std. Error | ||||
|---|---|---|---|---|---|
| Intercept | −22.207 | 7.701 | 10.843 | −2.884 | 0.015 |
| Handling (stress) | 2.619 | 0.570 | 10.664 | 4.593 | <0.001 |
| Mass | 1.678 | 0.500 | 10.833 | 3.356 | 0.006 |
Notes.
Terms excluded: Handling*Sex p = 0.458, Sex p = 0.401, Handling*Mass p = 0.096.
Results from the final linear mixed model after the backward elimination for IGF-1 in the field study.
Parameter estimates of variables affecting circulating corticosterone levels in free-living bearded reedlings (Panurus biarmicus). Results are from the final linear mixed-effects model after stepwise backward elimination of non-significant effects. The initial model structure was: IGF-1 ∼Handling × (Sex + Mass). The terms excluded during model selection with the associated p-values in the model before elimination are shown below the table.
| Estimate | Std. Error | ||||
|---|---|---|---|---|---|
| Intercept | 55.666 | 3.217 | 13.809 | 17.306 | <0.001 |
| Handling (stress) | −6.698 | 1.173 | 13.235 | −5.709 | <0.001 |
| Sex (males) | 14.181 | 3.880 | 13.001 | 3.655 | 0.003 |
Notes.
Terms excluded: Handling*Mass p = 0.644, Handling*Sex p = 0.507, Mass p = 0.313.
Figure 2Effects of dietary corticosterone treatment on circulating (A) corticosterone (n = 42) and (B) IGF-1 levels (n = 42).
Corticosterone levels were significantly higher in the low corticosterone (n = 14) and the high corticosterone (n = 14) group compared with the control group (n = 14), although the IGF-1 levels did not differ between the treatment groups. We used 21 individuals in the experiment, and every bird received two different treatments.
Results from the final linear mixed model on the effects of experimental treatment on corticosterone.
Parameter estimates of variables affecting circulating corticosterone levels after oral administration of corticosterone in bearded reedlings (Panurus biarmicus). Results are from the final linear mixed-effects model after stepwise backward elimination of non-significant effects. The initial model structure was: Corticosterone ∼Handling time + Procedural time + Treatment × (Sex + Mass). The terms excluded during model selection with the associated p-values in the model before elimination are shown below the table.
| Estimate | Std. Error | ||||
|---|---|---|---|---|---|
| Intercept | 5.660 | 4.550 | 28.750 | 1.244 | 0.223 |
| Treatment (low) | 18.260 | 6.100 | 33.790 | 2.993 | 0.005 |
| Treatment (high) | 43.100 | 6.100 | 33.790 | 7.006 | <0.001 |
Notes.
Terms excluded: Treatment (Low)*Mass p = 0.685, Treatment (High)*Mass p = 0.958, Treatment (Low)*Sex p = 0.543, Treatment (High)*Sex p = 0.578, Sex p = 0.530, Total procedural time p = 0.267, Handling time p = 0.338, Mass p = 0.249.
Results from the final linear mixed model testing the effects of experimental treatment on IGF-1 levels.
Parameter estimates of variables affecting circulating IGF-1 levels after oral administration of corticosterone in bearded reedlings (Panurus biarmicus). Results are from the final linear mixed-effects model after stepwise backward elimination of non-significant effects. Treatment was part of the experimental design, so were kept in the final model, despite being not-significant. The initial model structure was: IGF-1 ∼Handling time + Procedural time + Treatment × (Sex + Mass). The terms excluded during model selection with the associated p-values in the model before elimination are shown below the table.
| Estimate | Std. Error | ||||
|---|---|---|---|---|---|
| Intercept | 52.865 | 2.900 | 5.670 | 18.228 | <0.001 |
| Treatment (low) | −0.932 | 3.862 | 38.000 | −0.241 | 0.810 |
| Treatment (high) | 0.709 | 3.862 | 38.000 | 0.184 | 0.855 |
Notes.
Terms excluded: Handling time p = 0.934, Treatment (Low)*Mass p = 0.911, Treatment (High)*Mass p = 0.729, Mass p = 0.620, Total procedural time p = 0.502, Treatment (Low)*Sex p = 0.795, Treatment (High)*Sex p = 0.052, Sex p = 0.561.