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- W2088848823 abstract "Summary. For the simplest geometry of a treefall gap, a circle, the area open to colonization is Ai = x (rg - di), where rg is the radius of the gap and di is the distance into the gap from the gap edge that is normally required for seedlings of species i to avoid suppression by overhanging limbs. The proportion of a gap available to a given species increases with gap size according to a convex function for species tolerant of partial shade near gap edges (low di), but approaches linearity for less shade-tolerant pioneers (high di). Border effects of other gap shapes are easily modeled. Tropical ecologists recognize that pioneer tree species regenerate in larger rather than smaller gaps (Hartshorn 1978), and that seedlings and saplings of pioneer species both require and can take advantage of enhanced light under a broken canopy better than those of primary forest species (Bazzaz and Pickett 1980, Bazzaz 1984). Generally unrecognized are the simple geometrical relationships between habitat available to pioneers and gap size. Geometry allows rough predictions of the relative abundance of pioneer versus primary forest occupants of maturing gaps. This note explores the implications of gap geometry for gap colonization by tree species; empirical tests will be reported as they become available." @default.
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- W2088848823 date "1990-09-01" @default.
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- W2088848823 title "Habitat Implications of Gap Geometry in Tropical Forests" @default.
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- W2088848823 doi "https://doi.org/10.2307/3545134" @default.
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