| Literature DB >> 27053943 |
Max Ringler1, Rosanna Mangione2, Andrius Pašukonis3, Gerhard Rainer1, Kristin Gyimesi1, Julia Felling4, Hannes Kronaus1, Maxime Réjou-Méchain5, Jérôme Chave5, Karl Reiter6, Eva Ringler7.
Abstract
For animals with spatially complex behaviours at relatively small scales, the resolution of a global positioning system (GPS) receiver location is often below the resolution needed to correctly map animals' spatial behaviour. Natural conditions such as canopy cover, canyons or clouds can further degrade GPS receiver reception. Here we present a detailed, high-resolution map of a 4.6 ha Neotropical river island and a 8.3 ha mainland plot with the location of every tree >5 cm DBH and all structures on the forest floor, which are relevant to our study species, the territorial frog Allobates femoralis (Dendrobatidae). The map was derived using distance- and compass-based survey techniques, rooted on dGPS reference points, and incorporates altitudinal information based on a LiDAR survey of the area.Entities:
Keywords: Compass mapping; Neotropical rainforest; digital map; forest inventory; tree mapping
Year: 2014 PMID: 27053943 PMCID: PMC4820055 DOI: 10.1080/17445647.2014.972995
Source DB: PubMed Journal: J Maps ISSN: 1744-5647 Impact factor: 2.709
Figure 1Location of the research camps ‘Inselberg’ and ‘Saut Pararé’ in the ‘Les Nouragues’ nature reserve; lines in the insert of the nature reserve represent the drainage system, with the rivers ‘Approuague’ (major) and ‘Arataye’ (minor) in bold. Outline of the nature reserve and drainage system data were provided by the French National Forest Agency (Office National des Forêts, ONF), the world borders dataset was obtained from www.thematicmapping.org under the creative commons attribution-share alike license 3.0.
Figure 2Typical forest understory at the Pararé site with Astrocaryum paramaca palms.
Figure 3The Brilliant-Thighed Poison Frog Allobates femoralis (Dendrobatidae).
Figure 4Approximate area (grey) where trees were measured from two reference points A and B.