| Literature DB >> 24386273 |
Mathieu L Bourbonnais1, Trisalyn A Nelson1, Marc R L Cattet2, Chris T Darimont3, Gordon B Stenhouse4.
Abstract
Non-invasive measures for assessing long-term stress in free ranging mammals are an increasingly important approach for understanding physiological responses to landscape conditions. Using a spatially and temporally expansive dataset of hair cortisol concentrations (HCC) generated from a threatened grizzly bear (Ursus arctos) population in Alberta, Canada, we quantified how variables representing habitat conditions and anthropogenic disturbance impact long-term stress in grizzly bears. We characterized spatial variability in male and female HCC point data using kernel density estimation and quantified variable influence on spatial patterns of male and female HCC stress surfaces using random forests. Separate models were developed for regions inside and outside of parks and protected areas to account for substantial differences in anthropogenic activity and disturbance within the study area. Variance explained in the random forest models ranged from 55.34% to 74.96% for males and 58.15% to 68.46% for females. Predicted HCC levels were higher for females compared to males. Generally, high spatially continuous female HCC levels were associated with parks and protected areas while low-to-moderate levels were associated with increased anthropogenic disturbance. In contrast, male HCC levels were low in parks and protected areas and low-to-moderate in areas with increased anthropogenic disturbance. Spatial variability in gender-specific HCC levels reveal that the type and intensity of external stressors are not uniform across the landscape and that male and female grizzly bears may be exposed to, or perceive, potential stressors differently. We suggest observed spatial patterns of long-term stress may be the result of the availability and distribution of foods related to disturbance features, potential sexual segregation in available habitat selection, and may not be influenced by sources of mortality which represent acute traumas. In this wildlife system and others, conservation and management efforts can benefit by understanding spatial- and gender-based stress responses to landscape conditions.Entities:
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Year: 2013 PMID: 24386273 PMCID: PMC3873976 DOI: 10.1371/journal.pone.0083768
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Figure 1Study area location in Alberta, Canada.
Grizzly bear hair samples were collected in each bear management unit during a single summer (Yellowhead – 2004; Clearwater – 2005; Livingstone – 2006; Castle – 2007; Grande Cache – 2008).
Variables used to predict HCC levels in grizzly bears.
| Abbreviation | Variable | Range | Rationale |
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| cc | Percent crown closure (%) | 0–100 | Influences forest understory vegetation abundance |
| pctcon | Percent conifer (%) | 0–100 | Correlated with herbaceous food abundance |
| lcover | Landcover (categorical) | 1–8 | Proxy for presence and abundance of food sources |
| dhi_cum | Dynamic Habitat Index – cumulative greenness (unitless) | 0.33–18.50 | Estimate of total vegetation productivity |
| dhi_cv | Dynamic Habitat Index – coefficient of variation (unitless) | 0.19–1.35 | Estimate of seasonal change in vegetation productivity |
| dhi_min | Dynamic Habitat Index – minimum cover (unitless) | 0–0.40 | Lowest estimated annual vegetation productivity |
| elev | Elevation (m) | 450–3500 | Impacts landcover, vegetation cover, and human access |
| tri | Terrain ruggedness index (unitless) | 0–189.33 | Impacts human access and grizzly bear mortality |
| cti | Compound topographic index (unitless) | 3.86–18.03 | Correlated with herbaceous foods and presence of ungulates |
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| rsf_s1 | Resource Selection Function – hypophagia (categorical) | 0–10 | Probability of habitat selection following den emergence |
| rsf_s2 | Resource Selection Function – early hyperphagia (categorical) | 0–10 | Probability of habitat selection during the summer |
| rsf_s3 | Resource Selection Function – late hyperphagia (categorical) | 0–10 | Probability of habitat selection during the fall |
| rsf_max | Resource Selection Function – maximum value (categorical) | 0–10 | Maximum observed habitat selection across all three seasons |
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| rd_dd | Roads – distance decay (unitless) | 0–1 | Impacts human access and contribute to landscape fragmentation |
| rail_dd | Railways – distance decay (unitless) | 0–1 | Contribute to grizzly bear mortality |
| wl_dd | Oil and gas well-sites – distance decay (unitless) | 0–1 | Concentrated sites of human activity and contribute to habitat fragmentation |
| ln_den | Secondary linear features – density (km/km2) | 0–7.28 | Contribute to habitat fragmentation, density of forest edges, and impacts human access |
| cblk_l | Forest harvest blocks – ≤ than 15 years old (% cut/km2) | 0–100 | Younger seral forests have greater abundance of herbaceous foods |
| cblk_g | Forest harvest blocks –>than 15 years old (% cut/km2) | 0–100 | Food availability decreases as time since disturbance increases |
| pa | Proportion parks and protected area (unitless) | 0–1 | Less disturbance compared to surrounding landscape |
HCC kernel density estimation validation results by bear management unit (BMU).
| BMU | Proportion data within 95% CI ( | Kolmogorov-Smirnov | Mann-Whitney U |
| Castle | 0.89 |
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| Livingstone | 0.86 |
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| Clearwater | 0.88 |
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| Yellowhead | 0.88 |
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| Grande Cache | 0.87 |
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Figure 2Variable importance metrics for male and female HCC random forest models.
Variable importance for the male (A) total model, (B) outside parks and protected areas model, and (C) inside parks and protected areas model, as well as the female (D) total model, (E) outside parks and protected areas model, and (F) inside parks and protected areas model. Variable importance plots on the left of each panel (%IncMSE) represent the accuracy of random forest model predictions based on regression tree splits made using each variable. Plots on the right of each panel (IncNodePurity) indicate how often each variable was used as a split in regression trees aggregated through the random forest. For example, in panels A & D the proportion parks and protected areas was selected often as a tree split in the random forest and had a high predictive HCC value accuracy.
Mean values of the 10 most influential variables in the total random models associated with lower, mid, and upper quartiles of the predicted HCC levels in male and female grizzly bears.
| Variable | HCC range (pg/mg) | ||
| 0.16–0.45 | 0.46–1.62 | >1.62 | |
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| pa | 0.85 | 0.13 | 0.17 |
| elev | 2164.92 | 1277.83 | 1690.15 |
| rd_dd | 0.01 | 0.56 | 0.36 |
| tri | 33.87 | 10.67 | 21.32 |
| dhi_cv | 0.71 | 0.43 | 0.41 |
| dhi_min | 0.04 | 0.11 | 0.14 |
| dhi_cum | 6.02 | 11.11 | 10.13 |
| cti | 6.62 | 14.12 | 10.80 |
| cc | 17.22 | 43.66 | 48.76 |
| rsf_s3 | 3 | 4 | 6 |
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| pa | 0.01 | 0.12 | 0.68 |
| elev | 940.91 | 1427.64 | 1980.69 |
| rd_dd | 0.69 | 0.55 | 0.12 |
| tri | 3.88 | 12.15 | 29.49 |
| dhi_cv | 0.43 | 0.53 | 0.65 |
| dhi_min | 0.11 | 0.11 | 0.06 |
| dhi_cum | 11.47 | 8.42 | 6.54 |
| cblk_l | 0.03 | 0.02 | 0.01 |
| cc | 47.10 | 39.54 | 30.76 |
| rsf_s1 | 2 | 5 | 6 |
Figure 3Geographic distribution of the predicted HCC levels from gender-specific total random forest models.
Predicted HCC values for (A) male and (B) female grizzly bears. Parks and protected areas are shown in red. Regions of non-habitat (e.g., rock and ice) are shown in grey.
Percent area of the bear management units (BMU) and study area classified as low, moderate, and high HCC based on the geographic distribution of predicted male and female HCC values.
| BMU | Low HCC(0.16–0.45 pg/mg) | Moderate HCC(0.46–1.62 pg/mg) | High HCC(>1.62 pg/mg) | |||
| Male (%) | Female (%) | Male (%) | Female (%) | Male (%) | Female (%) | |
| Castle | 2.93 | 6.83 | 95.67 | 58.90 | 0.73 | 33.58 |
| Clearwater | 22.17 | 10.22 | 75.92 | 49.34 | 1.76 | 40.61 |
| Grande Cache | 13.04 | 51.86 | 83.47 | 26.96 | 0.91 | 18.60 |
| Livingstone | 11.54 | 0.54 | 78.53 | 42.61 | 8.37 | 55.29 |
| Yellowhead | 13.04 | 34.37 | 74.60 | 27.95 | 1.30 | 34.77 |
| Total study area | 16.11 | 33.89 | 79.90 | 33.53 | 1.88 | 30.47 |
Figure 4Frequency distributions of predicted HCC values associated with conservation management units and habitat states.
Percent spatial coverage of predicted HCC values associated with (A – males; C – females) parks and protected areas, core conservation areas, and secondary conservation areas, as well as (B – males, D – females) secure, sink, and non-critical habitat states.