ttMeanDbh: Estimate mean tree diameter

Description Usage Arguments Value Note Author(s) See Also Examples

Description

Mean tree dbh is estimated as the the dbh of the mean basal area tree: \bar{d} = 2 \cdot √{\frac{G}{N * π}} at forest level or \bar{d} = 2 \cdot √{\frac{g}{n * π}} at plot level

Usage

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  ttMeanDbh(basalArea, treeDensity)

Arguments

basalArea

basal area at plot level or forest level

treeDensity

count of trees at plot level or forest level

Value

a single numeric value (estimate of mean tree dbh), not rounded, in the same unit of measure as basal area

Note

The unit of measure of the result if the same as the basal area

Author(s)

Marco Bascietto marco.bascietto@ibaf.cnr.it

See Also

Other structuralAnalysis: pfExpand, rfBasalArea, rfTreeDensity, tpBasalArea, ttBasalArea

Examples

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# dbh from an ideal even-aged plot, in cm
dbhList <- runif(10, min = 30, max = 40)
# basal area at forest level, im m^2/ha
G <- rfBasalArea(length(dbhList))
# tree density in ha^-1
N <- rfTreeDensity(dbhList)
# mean tree dbh at forest level, in m
ttMeanDbh(G, N)

mbask/forestry documentation built on May 21, 2019, 2:25 p.m.