| Literature DB >> 33072330 |
Jyoti S Jennewein1, Mark Hebblewhite2, Peter Mahoney3, Sophie Gilbert4, Arjan J H Meddens5, Natalie T Boelman6, Kyle Joly7, Kimberly Jones8, Kalin A Kellie9, Scott Brainerd10, Lee A Vierling1, Jan U H Eitel1,11.
Abstract
BACKGROUND: Temperatures in arctic-boreal regions are increasing rapidly and pose significant challenges to moose (Alces alces), a heat-sensitive large-bodied mammal. Moose act as ecosystem engineers, by regulating forest carbon and structure, below ground nitrogen cycling processes, and predator-prey dynamics. Previous studies showed that during hotter periods, moose displayed stronger selection for wetland habitats, taller and denser forest canopies, and minimized exposure to solar radiation. However, previous studies regarding moose behavioral thermoregulation occurred in Europe or southern moose range in North America. Understanding whether ambient temperature elicits a behavioral response in high-northern latitude moose populations in North America may be increasingly important as these arctic-boreal systems have been warming at a rate two to three times the global mean.Entities:
Keywords: Alces alces; Ambient temperature; Behavioral thermoregulation; Climate change; Habitat selection; Thermal stress; Wildlife
Year: 2020 PMID: 33072330 PMCID: PMC7559473 DOI: 10.1186/s40462-020-00223-9
Source DB: PubMed Journal: Mov Ecol ISSN: 2051-3933 Impact factor: 3.600
Fig. 1Moose (Alces alces gigas) study area locations in four distinct ecoregions of Alaska, USA. In total, 169 moose were included in these analyses (111 females; 58 males)
Summaries of Alaska moose (Alces alces gigas) Global Positioning System (GPS) datasets by study area. Information on the number of fixes and the fix success rate are specific to summer (June 1 – August 31). The number of clusters for each population-sex partition refer to the unique combination of individual-year, which were used in our conditional logistic regression models as a clustering variable for estimating robust variance estimates using generalized estimating equations
| Dataset | Number of moose | Number females (clusters) | Number males (clusters) | Years | Fix rate (hours) | Fix success | Number of fixes |
|---|---|---|---|---|---|---|---|
| Koyukuk | 30 | 19 (45) | 11 (22) | 2008–2013 | 8 | 91% | F- 11,324 |
| M- 3949 | |||||||
| Susitna | 61 | 38 (71) | 23 (36) | 2012–2016 | 8 | 98% | F- 14,984 |
| M-6003 | |||||||
| Innoko | 45 | 21 (63) | 24 (65) | 2010–2014 | 4a | 95% | F- 2319 |
| M- 1987 | |||||||
| Tanana | 33 | 33 (145) | 0 | 2011–2016 | 3.5a | 99% | F- 21,530 |
| 169 | 111 | 58 | – | – | 96% | F-50,157 | |
| M- 11,939 |
a data with less than 8-h fix rates were aggregated to near 8-h fix rates
Model evaluation (QIC) and cross validation (LOOCV) for female moose organized by population. Base models contain no temperature covariates, while spline models incorporate nonlinear interactions between a given covariate and ambient temperature. In this case, “Spline %can2” refers to percent canopy interacted with ambient temperature with two spline segments, while “Spline %can3” refers to percent canopy interacted with ambient temperature with three spline segments. Decreases in QIC indicate a better model fit while increases in LOOCV indicate more predictive ability
| Koyukuk | Susitna | Innoko | Tanana | |||||
|---|---|---|---|---|---|---|---|---|
| QIC | 47,070 | 46,918 | 70,707 | 70,423 | 73,361 | 73,184 | 102,854 | 102,746 |
| ΔQIC | – | − 152 | – | −284 | – | − 177 | – | −108 |
| LOOCV | 68% | 69% | 62% | 64% | 60% | 63% | 36% | 46% |
| ΔLOOCV | – | + 1% | – | + 2% | – | + 3% | – | + 10% |
Note: %can = percent canopy cover
Model model evaluation (QIC) and cross validation (LOOCV) for male moose summary of organized by population. See additional descriptors in Table 3
| Koyukuk | Susitna | Innoko | ||||
|---|---|---|---|---|---|---|
| QIC | 18,583 | 18,529 | 27,919 | 27,777 | 62,946 | 62,849 |
| ΔQIC | – | −54 | – | − 142 | – | −97 |
| LOOCV | 42% | 45% | 57% | 62% | 50% | 56% |
| ΔLOOCV | – | + 3% | – | + 5% | – | + 6% |
Fig. 2Conditional probability of selection of spline-based thermal cover as a function of temperature for Alaskan female moose by region in summer months (June–August). We used natural splines with two to three degrees of freedom to represent the relationship between canopy cover and temperature. The probability of selection of denser canopy increased significantly with temperature during summer for all four regions, where red lines indicated the 90% temperature percentiles of experienced temperature and the blue lines indicate the 10% temperature percentiles experienced temperature by region. Shaded bands represent a 95% confidence interval. Plots were created in the ‘ggplot2’ R package [94]
Best habitat selection models by population for female moose (Alces alces gigas) in Alaska from the step-selection function analysis. The best models across all four populations occurred when percent canopy interacted with temperature nonlinearly and are presented here. Natural spline (sp) predictors, where percent canopy interacted with temperature, have coefficients estimated for each line segment. Therefore, numbers one through three in the spline predictor terms represent an individual line segment. Only one of four populations (Tanana) has a third set of coefficients. In the Innoko population, elevation was collinear with distance-to-water and was thus excluded. All predictors were standardized by dividing by two times their standard deviation, making coefficients directly comparable. Robust standard errors are reported
| Predictor | Population | |||
|---|---|---|---|---|
| Koyukuk | Susitna | Innoko | Tanana | |
| Coefficient (SE) | Coefficient (SE) | Coefficient (SE) | Coefficient (SE) | |
| Elevation | 0.09 (0.16) | −1.21 (0.25)b | NA | 0.28 (0.39) |
| sp(Percent Canopy x Temperature) 1 | 24.91 (3.7)b | 33.90 (3.1)b | 14.82 (3.32)b | 4.71 (1.07)b |
| sp(Percent Canopy x Temperature)2 | 20. 03 (3.1)b | 20.09 (1.9)b | 9.01 (2.14)b | 8.97 (2.22)b |
| sp(Percent Canopy x Temperature)3 | NA | NA | NA | 7.70 (1.97)b |
| Percent Canopy | −13.90 (2.2)b | −16.60 (1.6)b | −7.90 (1.92)b | −4.80 (1.21)b |
| Solar Radiation Index | 0.02 (0.02) | 0.003 (0.02) | −0.18 (0.02)b | −0.0006 (0.02) |
| Distance-to-Water | −0.66 (0.3)a | − 0.48 (0.09)b | −0.22 (0.16) | − 0.09 (0.07) |
a0.05; **0.01; b0.001
Fig. 3Conditional probability of selection of spline-based thermal cover as a function of temperature for Alaskan male moose by region in summer months (June–August). We used natural splines with two to three degrees of freedom to represent the relationship between canopy cover and temperature. The probability of selection of denser canopy increased significantly with temperature during summer for all four regions, where red lines indicated the 90% temperature percentiles of experienced temperature and the blue lines indicate the 10% temperature percentiles experienced temperature by region. Shaded bands represent a 95% confidence interval. Plots were created in the ‘ggplot2’ R package [94]
Best habitat selection models for male Alaska moose from the step-selection function analysis. Natural spline (sp) predictors, where percent canopy interacted with temperature, have coefficients estimated for each line segment. Numbers one and two in the spline predictors represent an individual line segment. All three populations had temperature-canopy interactions with two-line segments. In the Innoko population, elevation was collinear with distance-to-water and was thus excluded. All predictors were standardized by dividing by two times their standard deviation. Robust standard errors are reported
| Predictor | Population | ||
|---|---|---|---|
| Koyukuk | Susitna | Innoko | |
| Coefficient (SE) | Coefficient (SE) | Coefficient (SE) | |
| Elevation | −0.45 (0.37) | −1.11 (0.28)b | NA |
| sp(Percent Canopy a Temperature)1 | 27.84 (4.6)b | 22.51 (5.5)b | 13.02 (3.3)b |
| sp(Percent Canopy a Temperature)2 | 24.30 (4.1)b | 14.71 (3.8)b | 8.50 (2.4)b |
| Percent Canopy | −16.63 (2.9)b | −11.81 (3.1)b | − 17.60 (2.04)b |
| Solar Radiation Index | 0.02 (0.03) | −0.005 (0.003) | − 0.12 (0.02)b |
| Distance-to-Water | 0.34 (0.31) | −0.59 (0.11)b | −0.02 (0.33) |
a0.05; **0.01; b0.001