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THE FLORIDA STATE UNIVERSITY ARTS AND SCIENCES ...

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- Determine the distribution of all of the slopes for a given category.<br />

- Plot all the slopes and intercepts for a given category and determine S1 and M1<br />

- Generate various values of slopes and for each slope evaluate an intercept based<br />

on the information from the previous step.<br />

- For a given OC value, determine the denitrification rate for every slope<br />

generated and corresponding intercept<br />

- Average the denitrification rates and plot a histogram of the denitrification rates.<br />

The above methodology is applied to the different datasets as outlined in the sections<br />

below.<br />

3.2. Analysis for Organic Carbon<br />

3.2.1. Texture-Temperature-WFP<br />

The equations from the texture-temperature and WFP breakdown are selected based on a<br />

correlation coefficient value of 0.4 or greater, the intercepts and the slopes for each of<br />

the 14 equations are plotted and the relationship appears to be linear (Figure 3.1) with a<br />

extremely strong correlation (r 2 = 0.96). A Lognormal probability plot of M reveals that<br />

the data is log-normally distributed (Figure 3.2).<br />

Intercept (C)<br />

100<br />

0<br />

-100<br />

-200<br />

-300<br />

-400<br />

-500<br />

0<br />

Texture-Temperature-Water Filled Porosity<br />

20<br />

Intercept = 8.532 - 2.871 Slope<br />

40<br />

60 80<br />

Slope (M)<br />

107<br />

100<br />

120<br />

Regression<br />

95% CI<br />

95% PI<br />

S 27.2026<br />

R-Sq 96.4%<br />

Figure 3.1 Intercept Vs. slope (Texture-Temperature-WFP).<br />

140<br />

160

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