| Literature DB >> 28616173 |
Meredith L McClure1, Brett G Dickson1, Kerry L Nicholson2.
Abstract
This study sought to identify critical areas for puma (Puma concolor) movement across the state of Arizona in the American Southwest and to identify those most likely to be impacted by current and future human land uses, particularly expanding urban development and associated increases in traffic volume. Human populations in this region are expanding rapidly, with the potential for urban centers and busy roads to increasingly act as barriers to demographic and genetic connectivity of large-bodied, wide-ranging carnivores such as pumas, whose long-distance movements are likely to bring them into contact with human land uses and whose low tolerance both for and from humans may put them at risk unless opportunities for safe passage through or around human-modified landscapes are present. Brownian bridge movement models based on global positioning system collar data collected during bouts of active movement and linear mixed models were used to model habitat quality for puma movement; then, a wall-to-wall application of circuit theory models was used to produce a continuous statewide estimate of connectivity for puma movement and to identify pinch points, or bottlenecks, that may be most at risk of impacts from current and future traffic volume and expanding development. Rugged, shrub- and scrub-dominated regions were highlighted as those offering high quality movement habitat for pumas, and pinch points with the greatest potential impacts from expanding development and traffic, although widely distributed, were particularly prominent to the north and east of the city of Phoenix and along interstate highways in the western portion of the state. These pinch points likely constitute important conservation opportunities, where barriers to movement may cause disproportionate loss of connectivity, but also where actions such as placement of wildlife crossing structures or conservation easements could enhance connectivity and prevent detrimental impacts before they occur.Entities:
Keywords: habitat fragmentation; highway mitigation; land use change; land use planning; movement ecology; permeability; road ecology; space use; urbanization; wildlife conflict
Year: 2017 PMID: 28616173 PMCID: PMC5468141 DOI: 10.1002/ece3.2939
Source DB: PubMed Journal: Ecol Evol ISSN: 2045-7758 Impact factor: 2.912
Figure 1Estimated space use of three representative individual pumas. (a–c) Kernel density estimates using the adehabitat package for R (Calenge, 2006) (bivariate normal kernel, default smoothing method with smoothing parameter = 500). (d–f) Brownian bridge movement models calculated using the Brownian Bridge movement models (BBMM) package for R (Brownian motion variance parameter = 102.75 (d), 243.71 (e), 102.35 (f); location error = 26.2 m; maximum lag = 24 hr). Kernel density function parameters were selected to produce surfaces as similar as possible to the BBMM surfaces for comparison
Global model of puma movement habitat quality. Weights of evidence (w ), model‐averaged regression coefficients (β ), and unconditional standard errors (SE) for variables used to estimate probability of puma movement are included
| Variable |
| ( |
|
|---|---|---|---|
| Young adult indicator | 1.000 | −1.512 | .423 |
| Male indicator | 1.000 | −2.833 | .911 |
| Prescott indicator | 1.000 | −1.554 | .732 |
| Tucson indicator | 1.000 | −.793 | .756 |
| Ruggedness | .999 | .583 | .156 |
| Percent shrub/scrub cover | .945 | .311 | .208 |
| Human modification | .728 | −.190 | .129 |
| Percent riparian cover | .396 | .028 | .044 |
| Ruggedness2 | .375 | −.031 | .064 |
| Distance to water | .339 | −.080 | .154 |
| Percent forest cover | .287 | −.018 | .072 |
| Topographic position | .272 | −.003 | .070 |
| Intercept | NA | 6.833 | 1.033 |
2Quadratic term for ruggedness variable.
Figure 2Map of predicted habitat quality for puma movement across Arizona. Map edges were filled with values randomly selected from a normal distribution of habitat quality values to avoid edge effects when running wall‐to‐wall circuit theory models across the irregularly shaped state of Arizona, located in the southwest United States (inset). Quality values are displayed using a histogram‐equalized classification
Figure 3Maps of predicted cumulative current flow (connectivity value) for puma movement across Arizona, overlaid with (a) projected change in percent impervious surface between 2010 and 2030, (b) 2013 annual average daily traffic volume (AADT), and (c) projected change in AADT volume between 2010 and 2030 is overlaid. Current values are displayed using a histogram‐equalized classification; impervious surface and AADT values are displayed using a geometric classification. Full‐resolution image is available on Dryad; see Data Accessibility