Tree basal area growth data for fitting allometric equations to 20 species of NE North America
Data files
Jun 17, 2025 version files 2.50 MB
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MetaData-Tree-DBH-BA_and_BM_Growth-Data-BySps.csv
3.01 KB
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README.md
1.07 KB
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Tree-DBH-BA_and_BM_Growth-Data-BySps.xlsx
2.50 MB
Abstract
A tree’s basal area and wood volume scale exponentially with tree diameter in species-specific patterns. Recent observed increases in tree growth suggest these allometric relationships are shifting in response to climate change, rising CO2 levels, and/or changes in forest management. We analyzed 9214 cores from nine conifer and 11 broadleaf species grown in managed mixed-species stands in the upper Midwest to quantify how well diameter (DBH) serves to predict basal area (BA) growth and above-ground wood and carbon (C). These samples include many large trees. We fit mixed models to predict BA growth and above-ground biomass/C from diameter, tree height, and the BA of nearby trees while controlling for site effects. Models account for 55-83% of the variance in (log) recent growth, improving predictions over earlier models. Growth-diameter scaling exponents covary with certain leaf and stem (but not wood) functional traits, reflecting growth strategies. Log BA increment scales linearly with log diameter as trees grow bigger in 16/20 species, and growth accelerates in Quercus rubra L. Three other species plateau in growth. Growth only decelerates in red pine, Pinus resinosa Ait. Growth in whole-tree, above-ground biomass, and C accelerates even more strongly with diameter (mean exponent: 2.08 vs. 1.30 for BA growth). Sustained BA growth and accelerating wood/C growth contradict the common assumption that tree growth declines in bigger trees. Yield tables and silvicultural guidelines should be updated to reflect these current relationships. Such revisions will favor delaying harvests in many managed stands to increase wood production and enhance ecosystem values, including C fixation and storage. Further research may resolve the relative roles of thinning, climatic conditions, nitrogen inputs, and rising CO2 levels on changing patterns of tree growth.
https://doi.org/10.5061/dryad.t4b8gtjbm
Description of the data and file structure
We analyzed growth in 9 conifer and 11 deciduous tree species using these data on 9,453 trees. We fit growth equations to each species based on predictor variables including diameter (DBH at the start of the growth period), height, crown class, competition (plot basal area minus focal tree BA), and Stand ID -- a random factor to adjust the models for different local growing conditions.
Two files are included -- the data themselves and a Metadata file which includes descriptions and units for all the variables. Note that missing values are represented within cells by the symbol "." These missing values reflect when no data were taken on that variable for that tree.
Code/software
JMP was used for all data analyses and graphics.
Access information
Data was derived from the following sources:
- Wisconsin BCPL forestry data
The data are for 20 species / 9,453 trees reflecting a broad range of tree sizes and growth rates in managed public forest (BCPL) stands in N Wisconsin. These stands were managed using thinning to release faster-growing trees. We analyzed growth in 9 conifer and 11 deciduous species. Between 2005 and 2018, the BCPL’s continuous forest inventory team extracted increment cores from the first and third trees sampled within each forest inventory plot (generally >10cm DBH). This ensured sampling trees in proportion to their abundance and avoided sampling adjacent trees whose growth might be correlated. Teams measured DBH to the nearest 2.6mm using a tape and estimated tree height to the nearest foot (31cm) using a clinometer. Tree cores were drilled to a depth of 5-6 cm, reflecting growth from roughly 1985 to 2018. A dissecting microscope (10x) allowed us to count the number of rings spanning the last inch (2.54 cm) of growth (excluding the bark). We estimate DBH at the beginning of the growth period as the final DBH (measured when the core was collected) minus 5.08cm. We estimate basal area increases from differences in cross-sectional area, assuming successive tree disks to be circles of area π r2. Data include plot and stand ID, geographic location, estimated total plot basal area (BA/acre or ha), species, initial DBH, height, crown class, and the number of growth rings in the outer 2.56 cm of wood. We first modeled growth (mean annual basal area increment in the outermost annulus) across all trees as a function of species, diameter (DBH at the start of the growth period), height, crown class, and competition (plot basal area minus focal tree BA). We then fitted species-specific models that included site (Stand ID) as a random factor to adjust the models for different local growing conditions.
