25.04.2013 Views

Vegetation Classification and Mapping Project Report - USGS

Vegetation Classification and Mapping Project Report - USGS

Vegetation Classification and Mapping Project Report - USGS

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

<strong>USGS</strong>-NPS <strong>Vegetation</strong> <strong>Mapping</strong> Program<br />

Colonial National Historical Park<br />

Prior to analysis, most environmental variables were transformed, either to normalize frequency<br />

distributions or to assign numeric values to categorical variables. Topographic position <strong>and</strong><br />

slope were converted to ordinal variables (Table 4). Aspect was transformed using the cosine<br />

method of Beers et al. (1966), using the formula A' = cos (45º - A) + 1, where A' = transformed<br />

aspect <strong>and</strong> A = aspect in degrees. The Beers transformation is a commonly used formula for the<br />

conversion of the circular measure of slope aspect in degrees into linear values that can be used<br />

in correlation <strong>and</strong> regression analysis. Beers transformation yields values between 0 <strong>and</strong> 2 that<br />

are used to relate aspect to topographic moisture <strong>and</strong> solar exposure. Drier, solar exposed slopes<br />

(SW, 225 o ) have the lowest values <strong>and</strong> moist, sheltered slopes (NE, 45 o ) the highest transformed<br />

values. Surface substrate values were converted to decimals <strong>and</strong> arcsine transformed to<br />

normalize their distributions.<br />

A synthetic Topographic Relative Moisture Index (TRMI) was calculated for each plot using a<br />

procedure modified from Parker (1982). TRMI is a scalar index ranging from 0 (lowest moisture<br />

potential) to 50 (highest moisture potential) <strong>and</strong> is computed by combining three topographic<br />

variables that potentially influence water runoff, evapotranspiration, <strong>and</strong> soil moisture retention:<br />

• Slope inclination (10-point scale; per Parker [1982])<br />

• Aspect (20-point scale) = Beers-transformed aspect X 10<br />

• Topographic position (20-point scale; per Parker [1982])<br />

Normally slope shape would be included as an additional 10-point scale but, unfortunately, data<br />

on slope shape were not consistently collected from the plots in this study. Because of this<br />

omission, as well as assumptions of the formula that may not apply as well to Piedmont <strong>and</strong><br />

Coastal Plain topography as to montane topography, TRMI as calculated for this study, should be<br />

regarded as strictly experimental.<br />

Soil samples collected from plots were oven-dried, sieved (2 mm), <strong>and</strong> analyzed for pH,<br />

estimated nitrogen release (ENR), phosphorus (P), soluble sulfur (S), exchangeable cations<br />

(calcium [Ca], magnesium [Mg], potassium [K], <strong>and</strong> sodium [Na] in ppm), extractable<br />

micronutrients (boron [B], iron [Fe], manganese [Mn], copper [Cu], zinc [Zn], <strong>and</strong> aluminum<br />

[Al], in ppm), cation exchange capacity (CEC; m.e.q./100g), total base saturation (%TBS), <strong>and</strong><br />

percent organic matter (%OM). Chemical analyses were conducted by Brookside Laboratories,<br />

Table 4. Ordinal values for topographic position <strong>and</strong> slope inclination used in data analysis.<br />

Topographic Position Slope Inclination<br />

basin/depression = -1 0–3º = 1 (flat)<br />

plain/level/bottom = 0 4–6º = 2 (gentle / undulating)<br />

toe slopes = 1 7–13º = 3 (sloping / rolling)<br />

lower slope = 2 14–20º = 4 (moderate / hilly)<br />

middle slope = 3 21–40º = 5 (steep)<br />

upper slope = 4 41º+ = 6 (very steep)<br />

crest = 5<br />

33

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!