| Literature DB >> 35090401 |
Jaap van Schaik1, Gerald Kerth1, Frauke Meier2, Leo Grosche1, Christine Reusch1,3, Volker Runkel4.
Abstract
BACKGROUND: Hibernation allows species to conserve energy and thereby bridge unfavorable environmental conditions. At the same time, hibernation imposes substantial ecological and physiological costs. Understanding how hibernation timing differs within and between species can provide insights into the underlying drivers of this trade-off. However, this requires individualized long-term data that are often unavailable. Here, we used automatic monitoring techniques and a reproducible analysis pipeline to assess the individualized hibernation phenology of two sympatric bat species. Our study is based on data of more than 1100 RFID-tagged Daubenton's bats (Myotis daubentonii) and Natterer's bats (Myotis nattereri) collected over seven years at a hibernaculum in Germany. We used linear mixed models to analyze species-, sex- and age-specific differences in entrance, emergence and duration of the longest continuous period spent in the hibernaculum.Entities:
Keywords: Chiroptera; Daubenton’s bats; Hibernation phenology; Hibernation timing; Myotis daubentonii; Myotis nattereri; Natterer’s bats
Mesh:
Year: 2022 PMID: 35090401 PMCID: PMC8796590 DOI: 10.1186/s12862-022-01962-6
Source DB: PubMed Journal: BMC Ecol Evol ISSN: 2730-7182
Sample size of all analyzed individuals per species, sex, age and winter period
| Winter period | ||||||||
|---|---|---|---|---|---|---|---|---|
| Male | Female | Male | Female | |||||
| ad | juv | ad | juv | ad | juv | ad | juv | |
| 2010/11 | 17 | 15 | 48 | 17 | 13 | 15 | 38 | 11 |
| 2011/12 | 72 | 21 | 86 | 17 | 50 | 42 | 78 | 25 |
| 2012/13 | 103 | 7 | 93 | 11 | 83 | 29 | 115 | 21 |
| 2013/14 | 120 | 22 | 102 | 13 | 105 | 42 | 124 | 17 |
| 2014/15 | 159 | 15 | 113 | 18 | 141 | 20 | 165 | 20 |
| 2015/16 | 141 | 0 | 89 | 0 | 128 | 0 | 138 | 0 |
| 2016/17 | 108 | 13 | 75 | 7 | 121 | 23 | 113 | 9 |
| Sum | 720 | 93 | 606 | 83 | 641 | 171 | 771 | 103 |
| 1502 | 1686 | |||||||
Number of marked individuals that were included in the model for each winter period (ad = adult; juv = juvenile)
Fig. 1Observed longest hibernation periods per year for Natterer’s bats and Daubenton’s bats. Horizontal boxplots denote entrance and emergence dates (vertical line: median; filled circle: mean; open circles: entrance date outliers; x: emergence date outliers); the period spent inside the hibernaculum is denoted by the shaded area between boxplots. Corresponding calender dates of entrance, emergence and duration of the longest hibernation periods per year are provided in Additional file 1
Top two models for entrance, emergence and duration of the longest hibernation period
| Model | K | AIC | dAIC |
|---|---|---|---|
| Sex + age + winter period + interaction age-sex | 12 | 12,635.15 | 1.85 |
| Sex + age + winter period | 11 | 14,027.34 | 23.40 |
| Sex + age + winter period + interaction age-sex + interaction sex-winter period | 18 | 12,595.80 | 0.25 |
| Sex + age + winter period + interaction age-sex | 12 | 13,619.49 | 4.90 |
| Sex + age + winter period + interaction age-sex | 12 | 13,891.07 | |
| Sex + age + winter period | 11 | 14,800.87 | 72.88 |
The best two models for Daubenton’s bats and Natterer’s bats shown here are based on model selection for the best fitted fixed effect structure. In all cases, best models (bold) were selected with regard to the effect of sex, age, winter period, and the interaction between age and sex, with individual ID included as a random effect. For the model of LHP emergence, the interaction between sex and winter period was additionally considered. Model selection was based on the AIC, and we used a threshold of dAIC of > 2 for a more complex model to be selected over a simpler one
Estimates for entrance, emergence and duration of the longest hibernation period for (A) Daubenton’s bat, and (B) Natterer’s bat
| (A) Daubenton’s bat (number of observations: 1502 of 539 individuals) | |||
|---|---|---|---|
| Model | LHP entrance ~ sex + age + wp + (1 | transp) | LHP emergence ~ sex*age + wp + (1 | transp) | LHP duration ~ sex + age + wp + (1 | transp) |
| Fixed effects | Estimates (95% CI) | ||
| Intercept | 101.2 (97.6;104.9) | 253.2 (249.6;256.8) | 152.5 (147.0;158.1) |
| Sex f (Ref = m) | − 6.8 (− 9.3;− 4.3) | 3.7 (1.2;6.2) | 9.4 (5.7;13.1) |
| Age juv (Ref = ad) | 16.8 (14.2;19.5) | − 2.2 (− 5.7;1.3) | − 22.2 (− 26.2;− 18.2) |
| wp 11/12 (Ref = 10/11) | − 2.2 (− 5.8;1.3) | 2.6 (− 1.0;6.2) | 4.9 (− 0.6;10.3) |
| wp 12/13 (Ref = 10/11) | − 1.4 (− 5.1;2.3) | 4.7 (1.1;8.4) | 6.1 (0.4;11.7) |
| wp 13/14 (Ref = 10/11) | − 7.4 (− 11.1;− 3.8) | 3.5 (− 0.2;7.1) | 10.9 (5.4;16.5) |
| wp 14/15 (Ref = 10/11) | − 4.5 (− 8.1;− 0.9) | 2.1 (− 1.5;5.7) | 6.5 (1.0;12.0) |
| wp 15/16 (Ref = 10/11) | − 6.9 (− 10.7;− 3.1) | 1.4 (− 2.4;5.2) | 8.18 (2.3;13.9) |
| wp 16/17 (Ref = 10/11) | − 17.5 (− 21.4;− 13.6) | 7.8 (4.0;11.7) | 25.1 (19.2;30.9) |
| Sex*age f.juv (Ref = m.ad) | − 6.3 (− 11.2;− 1.3) | ||
| Random intercept SD (95% CI) | 11.5 (10.3;12.6) | 10.4 (9.0;11.8), | 16.8 (14.9;18.7) |
| Residual SD (95% CI) | 13.5 (12.8;14.0) | 13.6 (12.9;14.2) | 20.7 (19.7;21.6) |
| Rad (95% CI) | 0.42 (0.37;0.48) | 0.37 (0.32;0.43) | 0.40 (0.34;0.46) |
For each species model results for the three variables (entrance, emergence, duration) are reported for the model with the best fixed effect structure (see Table 2; wp = winter period). A random intercept controls for repeated observations of the same individual across years (transponder = transp). Estimates were obtained by REML. Parentheses denote the 95% confidence interval (CI) of each estimate. For the fixed effects the reference levels (Ref) are mentioned in parentheses (f = female, m = male; ad = adult, juv = juvenile). For each model, the resulting intra-individual correlation values (Rad = adjusted repeatability) are given in the final row
Fig. 2Estimated entrance and emergence of longest hibernation periods for both study species. Estimates of the four species-specific best fitted models of LHP timing (entrance, emergence) for Natterer’s bats (red) and Daubenton’s bats (blue). Sex is denoted by symbol shape (male = square, female = circle), and age by filling (adult = filled, juvenile = empty)
Fig. 3Examples for visual inspections of our longest hibernation period for both study species. Full shaded horizontal bars denote the duration of the LHP, the beginning of the bar the entrance, the end of the bar the emergence (m ad = adult male, m juv = juvenile male, f ad = adult female, f juv = juvenile female). Partially shaded bars outside of the LHP represent daily recordings of the bat individual before and after the longest hibernation period (LHP)