Journal of Tropical Ecology · 2012 · 19 citations · 41 references
Life SciencesEcologyForest EcologyPlant EcologyTerrestrial EcologyCoastal Ecosystem EcologyMangrove EcologySalinity GradientsAbiotic StressDiameter-height RelationshipsGini Coefficient AnalysisMangrove CommunitiesMangrove EcosystemsMangrove Forest EcologyMangrove ForestsMangrove Plant Ecology
Abstract: The competition for resources increases size inequality in trees, particularly under low abiotic stress. Because mangrove communities are subject to site-specific salinity (and therefore abiotic stress) gradients, these habitats should differ in height–diameter allometry and size inequality. The size inequality (by the Gini Coefficient, G ) and maximum potential height (H max from a height–diameter asymptotic model) were determined within the mangrove forest of a coastal lagoon in Veracruz, Mexico in 20 0.25-ha plots, 10 in interdistributary basins (IBs, lower salinity) having Avicennia germinans , Laguncularia racemosa and Rhizophora mangle and 10 in mudflats (MFs, higher salinity) dominated by A. germinans . Size inequality was significantly higher in IBs ( G = 0.59 ± 0.02 vs. 0.39 ± 0.03). Due to their significant intercorrelation G, total basal area and density were synthesized in one PCA axis accounting for 67% of total variance and inversely correlated with salinity (R = −0.65, P = 0.003). The height–diameter scaling model reached a stable asymptote (H max range: 16–21 m; coefficient of variation CV: 7.7) in IBs, suggesting that trees can still increase their diameter after achieving maximum height. In MFs, no stable asymptote was reached (H max range: 11–26 m; CV: 32.5), suggesting a lower growth rate of diameter in the MF trees when compared with IB trees.
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