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The results are based on field measurements of 101 plots, each 6 m x 30 m, arranged along two transects. Plots were established to study the composition and structure of the 70-100 year old mixed deciduous and hemlock/hardwood forest at Totoket Mountain (click here to get more information on the forest composition and structure). The "Uphill" transect, plots 1-51, ran in a north-west direction, and ranged in elevation from roughly 290 ft to 510 ft above sea level. The "Countour" transect, plots 52-101, ran in a north-east direction, and stayed as near as possible the 350 ft contour line. The "Uphill" transect is considered more xeric, the "Contour" transect is more mesic.
Please note:
Biomass results are expressed in Mg / ha, or metric
tons per hectare. 1 Mg = 1,000 kg = 1,000,000 g
Allometry equations, usually in one of two
forms,
biomass = a x dbh b
biomass = a + b log (dbh)
allow a reasonable estimation of the above-ground
biomass to be made, based solely on knowledge of tree species and tree
diameter (the equation coefficients, a and b, are different
for different species).
The following figure illustrates
how biomass estimates vary by species of the same diameter at breast height.
One reason that different species trees of the same diameter have different
amounts of above-ground biomass is that different species have different
architectures. Another reason is that the wood of some species is
much more dense than that of other species: for example, hemlock has a
wood density that is roughly one-half that of most hardwood species.
Based on data collected in the field at Totoket Mountain, we applied (where possible) the species-specific allometry equations contained in Tritton and Hornbeck's (1982) "Biomass Equations for Major Tree Species of the Northeast" (USDA Forest Service, Northeastern Forest Experiment Station, GTR NE-69). Generally, Brenneman et al.'s (1978) equations for West Virginia hardwoods were applied. In the cases where Tritton and Hornbeck did not give an equation for the species in question, then we applied the Monk et al. (1970) "General Hardwoods" equation, or the Monteith (1979) "General Softwoods" (see Tritton and Hornbeck (1982) for Monk and Monteith sources).
The numbers presented below are estimates: the validity of applying equations derived in West Viriginia to a site in Connecticut can be debated until the cows come home.
For comparative purposes, 1997 data from the 80 year old forest at Watershed 6, Hubbard Brook, NH, are provided where appropriate.
| Above-ground live tree biomass, Mg/ ha |
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| Totoket Mountain | |||
| Uphill plots (#1-51) (xeric) |
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| Contour plots (#51-101) (mesic) |
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| Total |
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| a |
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| Hubbard Brook |
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Based on the above, aboveground live biomass at Totoket Mountain increased
at approximately 2,000 kg / ha annually over the five-year period 1993-1998.
| Above-ground live tree biomass, Mg/ ha |
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| Totoket Mountain | |||||
| Acer saccharum |
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| Quercus alba |
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| Carya sp. |
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| Quercus rubra |
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| Fraxinus americana |
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| a | |||||
| Hubbard Brook |
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| Acer saccharum |
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| Fagus grandifolia |
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| Betula lenta |
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We wondered "does it matter
whether we use species-specific allometric equations? Or do we get a pretty
good estimate of total biomass by just using a general hardwoods equation?"
We compared our "best estimate"
of total biomass (using species-specific equations) with biomass
calculated using
| Above-ground live tree biomass, Mg/ ha |
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| Species-specific equations |
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| Harris et al. |
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| Monk et al. |
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| Brenneman et al. |
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| kg / ha |
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| Totoket Mountain | |||
| Calcium |
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| Magnesium |
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| a |
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| Hubbard Brook |
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| Calcium |
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| Magnesium |
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In order for the model to work, we had to make a number of assumptions above mortality, tree growth, and regeneration. These assumptions are as follows:
Mortality
Model Results
Calibration test
| Above-ground live tree biomass, Mg/ ha |
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| Run 1 |
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| Run 2 |
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| Run 3 |
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| Run 4 |
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| Run 5 |
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| Average |
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| ± std dev |
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| Above-ground live tree biomass, Mg/ ha |
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| Run 1 |
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| Run 2 |
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| Run 3 |
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| Run 4 |
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| Run 5 |
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| Average |
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| ± std dev |
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The model is quite sensitive to the mortality rate and annual growth rate assumed. On the other hand, the amount of ingrowth is so small as to be more or less insignificant.
The following figures compare the effect of changes in the level of annual mortality and annual growth rate on the forecasted biomass.
Click
here to see the table of biomass and nutrient data.
Click
here to see the species list.
You can download our biomass model as a Microsoft Excel spreadsheet. It may take some time. Click here to download.
| Biomass estimates brought to you
by:
Nancy Fresco Andrew Richardson Yale School of Forestry and Environmental Studies With thanks to:
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