| Literature DB >> 29900072 |
Joshua P Copping1, Bryce D Stewart2, Colin J McClean2, James Hancock3, Richard Rees3.
Abstract
BACKGROUND: The whale shark (Rhincodon typus) is known to aggregate in a number of coastal locations globally, however what causes these aggregations to form where they do is largely unknown. This study examines whether bathymetry is an important driver of coastal aggregation locations for R. typus through bathymetry's effect on primary productivity and prey availability. This is a global study taking into account all coastal areas within R. typus' range.Entities:
Keywords: Bathymetry; Conservation; Distribution model; Marine megafauna; Whale shark
Year: 2018 PMID: 29900072 PMCID: PMC5995094 DOI: 10.7717/peerj.4904
Source DB: PubMed Journal: PeerJ ISSN: 2167-8359 Impact factor: 2.984
Summary of the aggregation sites.
Names and locations used in this study with the literature sources where information has been extracted.
| Aggregation location | Sources |
|---|---|
| Australia, Ningaloo Reef | |
| Belize, Gladden Spit | |
| Djibouti, Gulf of Tadjoura | |
| Gulf of California, La Paz | |
| India, Gujarat | |
| Madagascar, Nosy Be | |
| Maldives, South Ari Atoll | |
| Mexico, Afuera | |
| Mexico, Yucatan Peninsula | |
| Mozambique, Tofo Beach | |
| Philippines, Donsol Bay | |
| Seychelles, | |
| Saudi Arabia, Al-Lith | |
| Tanzania, Mafia Island |
Notes.
indicate they were later removed from analysis, explained in subsequent sections.
Figure 1Location map of sites.
Location of aggregation and non-aggregation sites used in this study with the global R. typus distribution.
Summary of the variables used in this study.
These have been extracted from spatial analysis and the name they are referred to throughout this study.
| Variable | Name |
|---|---|
| Mean point depth | Site depth |
| Mean buffer zone depth | Buffer depth |
| Maximum buffer zone depth | Buffer max |
| Buffer zone depth range | Buffer range |
| Benthic complexity | Complexity |
| Mean point slope | Site slope |
| Mean buffer zone slope | Buffer slope |
| Maximum buffer zone slope | Max slope |
| Slope roughness | Roughness |
| Curvature at point | Site curvature |
| Mean curvature in buffer zone | Mean curvature |
| Maximum curvature in buffer zone | Concavity |
| Minimum curvature in buffer zone | Convexity |
| Slope aspect | Aspect |
| Proximity to 200 m isobath | 200 m |
| Proximity to 1,000 m isobath | 1,000 m |
| Mean Chlorophyll-a concentration | Chlorophyll |
| Mean SST | SST |
Means for each variable and results of the t-tests.
Means of each variable at aggregation and non-aggregation sites with t-test statistic results highlighting the difference.
| Variable | Aggregation site mean | Non-aggregation site mean | |
|---|---|---|---|
| Site depth (m) | 22.2 | 635.3 | |
| Buffer depth (m) | 173.0 | 713.6 | |
| Buffer max (m) | 716.6 | 1,350.8 | |
| Buffer range (m) | 712.4 | 1,295.3 | |
| Complexity | 180.3 | 336.5 | |
| Site slope (degrees) | 0.67780 | 0.00003 | |
| Buffer slope (degrees) | 1.41 | 2.55 | |
| Max slope (degrees) | 8.95 | 10.31 | |
| Roughness | 0.00744 | 1.96266 | |
| Site curvature | 0.000002 | 0.000011 | |
| Mean curvature | 0.000005 | 0.000003 | |
| Concavity | 0.000613 | 0.000584 | |
| Convexity | −0.000648 | −0.000594 | |
| 200 m (km) | 0.170 | 71.781 | |
| 1,000 m (km) | 0.416 | 99.385 | |
| Aspect | 190.498 | 172.826 | |
| Chlorophyll (mg/m3) | 0.669 | 1.532 | |
| SST (°C) | 30.4 | 29.8 |
Results of the GLM.
Binomial generalised linear models of aggregation site presence and absence bathymetric and environmental predictor variables. Statistics include the percentage deviance explained (%D), probability of deviation (p[t]) and the probability of decreased deviance explained form the full model (p[D]). Bold variables indicate significance to a level of 0.05.
| Model Name | Predictor variables tested | Minimum adequate model |
|---|---|---|
| GLM1 | ||
| GLM2 | ||
| GLM3 | ||
| GLM4 | Buffer slope, |