| Literature DB >> 28394937 |
Florian Wittmann1,2, Márcia C M Marques3, Geraldo Damasceno Júnior4, Jean Carlos Budke5, Maria T F Piedade2, Astrid de Oliveira Wittmann6, Juan Carlos Montero7, Rafael L de Assis2,8, Natália Targhetta2, Pia Parolin9, Wolfgang J Junk10, J Ethan Householder1,11.
Abstract
Wetlands harbor an important compliment of regional plant diversity, but in many regions data on wetland diversity and composition is still lacking, thus hindering our understanding of the processes that control it. While patterns of broad-scale terrestrial diversity and composition typically correlate with contemporary climate it is not clear to what extent patterns in wetlands are complimentary, or conflicting. To elucidate this, we consolidate data from wetland forest inventories in Brazil and examine patterns of diversity and composition along temperature and rainfall gradients spanning five biomes. We collated 196 floristic inventories covering an area >220 ha and including >260,000 woody individuals. We detected a total of 2,453 tree species, with the Amazon alone accounting for nearly half. Compositional patterns indicated differences in freshwater wetland floras among Brazilian biomes, although biomes with drier, more seasonal climates tended to have a larger proportion of more widely distributed species. Maximal alpha diversity increased with annual temperature, rainfall, and decreasing seasonality, patterns broadly consistent with upland vegetation communities. However, alpha diversity-climate relationships were only revealed at higher diversity values associated with the uppermost quantiles, and in most sites diversity varied irrespective of climate. Likewise, mean biome-level differences in alpha-diversity were unexpectedly modest, even in comparisons of savanna-area wetlands to those of nearby forested regions. We describe attenuated wetland climate-diversity relationships as a shifting balance of local and regional effects on species recruitment. Locally, excessive waterlogging strongly filters species able to colonize from regional pools. On the other hand, increased water availability can accommodate a rich community of drought-sensitive immigrant species that are able to track buffered wetland microclimates. We argue that environmental conditions in many wetlands are not homogeneous with respect to regional climate, and that responses of wetland tree communities to future climate change may lag behind that of non-wetland, terrestrial habitat.Entities:
Mesh:
Year: 2017 PMID: 28394937 PMCID: PMC5386251 DOI: 10.1371/journal.pone.0175003
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Study region, biome boundaries and site locations.
Map of the five Brazilian biomes and 196 inventory sites collated in this study. Biome boundaries correspond to Veloso et al. [38] and are used throughout for all biome-level analyses. Point colors correspond to a hierarchal classification of sites based on a compositional dissimilarity matrix (see data analysis), and not geographic position. The Cerrado and Caatinga inventories grouped into a single cluster representing the larger Brazilian savanna belt. Mismatching colors (e.g., in Cerrado) occurs if sites do not cluster within their corresponding biome (i.e., due to differences in composition). Some sites are overlapping and not visible.
Annual climate averages for Brazilian biomes (sensu Veloso [38]).
| 2.0 (1.5) | 2557 (463) | 42.8 (15.1) | 26.8 (0.5) | 42.2 (11.4) | |
| 5.11 (2.0) | 1426 (208) | 56.4 (22.1) | 20.1 (2.1) | 228.4 (35.5) | |
| 5.67 (0.8) | 1337 (186) | 75.7 (9.6) | 23.6 (2.1) | 139.1 (40.1) | |
| 8.44 (1.9) | 957 (314) | 92.8 (16.8) | 26.1 (1.2) | 105.0 (40.3) | |
| 1.92 (1.5) | 1440 (156) | 13.6 (3.9) | 18.6 (0.8) | 347.0 (26.1) |
Biome averages (and standard deviations) of five climate variables extracted from each site location from publicly available global climate grids. The precipitation seasonality index is calculated as the coefficient of variation (CV) of monthly precipitation values, while the temperature seasonality index is calculated as the standard deviation of mean monthly temperatures multiplied by 100.
Sampling trends in Brazilian biomes (sensu Veloso [38]).
| Amazon | Atlantic Forest | Cerrado | Caatinga | Pampas | All Sites | |
|---|---|---|---|---|---|---|
| 63 | 58 | 50 | 12 | 13 | 196 | |
| 9.07±4.56 | 4.70±1.32 | 4.62±1.52 | 4.3±2.21 | 5.36±1.54 | 6.10±3.51 | |
| 118.69 | 47.2 | 40.65 | 5.94 | 8.9 | 221.37 | |
| 83,603 | 91,994 | 58,474 | 8,145 | 18,718 | 260,934 | |
| 704.4 | 1,949 | 1,438.5 | 1,371.2 | 2,103.1 | 1,178.7 | |
| 11,639 | 695 | 1,406 | 157 | 808 | 14,638 | |
| 13.92 | 0.76 | 2.4 | 1.93 | 4.32 | 5.61 | |
| 1,119 | 904 | 846 | 223 | 183 | 2,453 | |
| 385 | 347 | 352 | 145 | 120 | 641 | |
| 80 | 95 | 91 | 52 | 48 | 118 |
aSome studies used abundance thresholds instead of area to reach sample size, thus area is potentially larger.
bSome studies indicate importance values instead of individual numbers, thus the number of unidentified individuals was estimated for these studies.
Fig 2Principal coordinates ordination of vegetation assemblies in Brazilian wetlands.
The principal coordinates configuration is based on a pair-wise dissimilarity matrix using Forbes F´ index. The color scheme matches biomes sensu Veloso [38] in Fig 1. Environmental vectors are based on WorldClim climate data [41] and show maximal correlations with the configuration. Only uncorrelated (r < 0.7), statistically significant variables are shown.
Fig 3Regional wetland diversity in Brazilian biomes (sensu Veloso [38]).
Random curves were generated by repeated re-sampling of pooled sites within biomes (colored curves) or all sites combined (grey curve). The x-axis is rescaled to the number of individuals, based on the average number of stems per site of each biome.
For each biome, the number (and proportion) of tree species occurring in one, two, or more biomes (sensu Veloso [38]).
| 987 (0.82) | 382 (0.42) | 292 (0.35) | 91 (0.41) | 34 (0.19) | |
| 116 (0.10) | 341 (0.38) | 370 (0.44) | 58 (0.26) | 71 (0.39) | |
| 64 (0.05) | 139 (0.15) | 144 (0.17) | 38 (0.17) | 56 (0.31) | |
| 28 (0.02) | 38 (0.4) | 36 (0.04) | 32 (0.14) | 18 (0.10) | |
| 4 (0.003) | 4 (0.004) | 4 (0.005) | 4 (0.02) | 4 (0.02) | |
Fig 4Variation in Fisher’s alpha along four climate gradients.
Quantile regression fits are indicated with solid (tau = 0.1, 0.5, and 0.9) and dashed lines (tau = 0.3, 0.7). The color scheme matches biome colors in Fig 1.
Fig 5Comparison of log Fisher's alpha among biomes.
Significant differences were assessed using Tukey's Honest Significant Difference, with letters indicating group differences.