| Literature DB >> 22792220 |
Abishek Harihar1, Bivash Pandav.
Abstract
Occupying only 7% of their historical range and confined to forested habitats interspersed in a matrix of human dominated landscapes, tigers (Panthera tigris) typify the problems faced by most large carnivores worldwide. With heads of governments of tiger range countries pledging to reverse the extinction process and setting a goal of doubling wild tiger numbers by 2022, achieving this target would require identifying existing breeding cores, potential breeding habitats and opportunities for dispersal. The Terai Arc Landscape (TAL) represents one region which has recently witnessed recovery of tiger populations following conservation efforts. In this study, we develop a spatially explicit tiger occupancy model with survey data from 2009-10 based on a priori knowledge of tiger biology and specific issues plaguing the western TAL (6,979 km(2)), which occurs in two disjunct units (Tiger Habitat Blocks; THBs). Although the overall occupancy of tigers was 0.588 (SE 0.071), our results clearly indicate that loss in functionality of a regional corridor has resulted in tigers now occupying 17.58% of the available habitat in THB I in comparison to 88.5% in THB II. The current patterns of occupancy were best explained by models incorporating the interactive effect of habitat blocks (AIC w = 0.883) on wild prey availability (AIC w = 0.742) and anthropogenic disturbances (AIC w = 0.143). Our analysis has helped identify areas of high tiger occupancy both within and outside existing protected areas, which highlights the need for a unified control of the landscape under a single conservation unit with the primary focus of managing tigers and associated wildlife. Finally, in the light of global conservation targets and recent legislations in India, our study assumes significance as we identify opportunities to secure (e.g. THB II) and increase (e.g. THB I) tiger populations in the landscape.Entities:
Mesh:
Year: 2012 PMID: 22792220 PMCID: PMC3390357 DOI: 10.1371/journal.pone.0040105
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Figure 1Potential tiger habitat in the western Terai Arc Landscape.
Framed within 57 grid cells (166 km2) spanning the area between river Yamuna and river Gola are the two Tiger Habitat Blocks (THB’s). Also indicated are the administrative units highlighting the protected areas of Rajaji National Park (RNP) and Corbett Tiger Reserve (CTR), the Chilla-Motichur corridor along the river Ganga and the major towns/cities in the area.
Summary of population sizes estimated from camera-trapping studies conducted in the western TAL.
| Sites | Number of individualsidentified | Estimatedpopulation size | Trap area (sq. km) | Density (SE)per 100 km2 | |
| THB I | |||||
| Western RNP | 2 | 2 (0.3) | 266 | 0.4 (0.1) | |
| THB II | |||||
| Eastern RNP | 7 | 9 (0.9) | 133 | 5.6 (1.6) | |
| Lansdowne FD | 9 | 10 (1.6) | 101 | 6.1 (2.3) | |
| Corbett National Park | 101 | 109 (5.4) | 611 | 16.2 (1.6) | |
| Ramnagar FD | 26 | 27 (1.5) | 177 | 13.8 (2.7) |
See Text S1 for details.
Jhala et al. [24].
Effect of covariatesa on detection probability ().
| Model | ΔAIC | AIC weight | Number of parameters | Deviance (-2 Log-likelihood) |
|
| 0 | 0.7786 | 12 | 837.5 |
|
| 3.7 | 0.1224 | 10 | 845.2 |
|
| 5.41 | 0.0521 | 11 | 844.91 |
|
| 5.65 | 0.0462 | 9 | 849.15 |
|
| 14.92 | 0.0004 | 10 | 856.42 |
|
| 16.92 | 0.0002 | 11 | 856.42 |
|
| 18.92 | 0.0001 | 12 | 856.42 |
|
| 20.92 | 0 | 13 | 856.42 |
Note: Model rankings are based on Akaike’s Information Criterion (AIC).
Covariates used to model detection probability were Block (B), Substrate (sandy streambeds, roads and trails) and Effort. ‘.’ denotes that was held constant instead of being allowed to vary as a function of any covariate.
In all models the probability of occupancy () was modelled on ‘B × Hab’ and segment level occupancy parameters ( and ) were modelled on ‘B’ (Block). ‘+’ denotes covariates were modelled additively.
Figure 2Probability of detecting tiger signs in THB I and THB II as a function of substrate type.
Error bars represent one standard error.
Effect of covariatesa on occupancy ().
| Model | ΔAIC | AIC weight | Number of parameters | Deviance (-2 Log-likelihood) |
|
| 0 | 0.654 | 12 | 837.02 |
|
| 3.05 | 0.142 | 12 | 840.07 |
|
| 4.03 | 0.087 | 10 | 845.05 |
|
| 4.18 | 0.081 | 12 | 841.2 |
|
| 6.32 | 0.027 | 10 | 847.34 |
|
| 9.81 | 0.004 | 12 | 846.82 |
|
| 12 | 0.001 | 10 | 853.02 |
|
| 14.69 | 0.0004 | 10 | 855.71 |
|
| 18.97 | 0 | 10 | 859.99 |
Note: Model rankings are based on Akaike’s Information Criterion (AIC).
Covariates used to model detection probability were Block (B), Wild prey index (WildP), Principal prey index (PrincipP), Disturbance (Dist) and proportional habitat per cell (Hab).
In all models the probability of detection () was modelled as ‘B + Substrate’ based on model selection results presented in Table 1. Segment-level occupancy parameters ( and ) were modelled on ‘B’ (Block). ‘×’ denotes covariates were modelled as an interaction.
Figure 3Relationship between occupancy probability (y-axis) and explanatory variables across THB I and THB II.
(a) wild prey index, (b) disturbance index, (c) proportional habitat and (d) principal prey index. Dashed lines represent 95% confidence intervals.
Figure 4Occupancy of tigers in the western Terai Arc Landscape.
Model averaged probability of cell specific occupancy for tigers in relation to human settlements in the western Terai Arc Landscape, India, 2009–10.