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2001-12-11_PERMIT FILE - C1981019 (4)
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2001-12-11_PERMIT FILE - C1981019 (4)
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Last modified
5/11/2020 5:20:15 PM
Creation date
11/24/2007 3:42:53 PM
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DRMS Permit Index
Permit No
C1981019
IBM Index Class Name
Permit File
Doc Date
12/11/2001
Section_Exhibit Name
Exhibit 07 Item 06 Hydrologic & Erosional Characteristics of Regraded Surface Coal Mined Land
Media Type
D
Archive
No
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59 <br />relationship between a dependent variable and a set of independent var- <br />iables. During the first step the independent variable most highly <br /> correlated with the dependent variable is selected for the equation. The <br /> next step selects from among the remaining independent variables the <br /> one which, when paired with the independent variable already selected, <br /> is most highly correlated with the dependent variable. The process con- <br /> h <br />i <br />i <br />i <br />i <br />i <br />l <br /> l t <br />e var <br />a- <br />t <br />nues adding independent var <br />ables to the equat <br />on unt <br />l a <br /> tiles are entered into the equation or until the variable being added is <br /> not statistically significant. Occasionally a variable already in the <br /> equation may become superfluous because of its relationship with sub- <br /> sequent variables added. At each step all variables are re-examined <br /> i <br />d f <br />ifi <br />d <br />i <br /> rom <br />gn <br />roppe <br />cant are <br />cally s <br />and any which are no longer statist <br /> the equation (Kleinbaum and Kupper, 1978). Independent variables tested <br />• in this study are summarized in Table 11. A matrix of correlation <br /> coefficients showing the simple correlation between the independent <br /> variables is given in Table 12. <br /> l infiltration <br />i <br />n <br />f fi <br />A <br />l <br />f <br />h <br /> e regress <br />o <br />na <br />o <br />summary of the resu <br />ts o <br />t <br /> capacity on all of the independent variables is given in Table 13. <br /> WETTING was the first variable added to the regression equation because, <br /> following the above discussion, the absolute value of the coefficient of <br /> correlation (r = .449, "simple r" - Table 13) with final infiltration <br /> capacity is largest. MULCH, the second variable added to the regression <br /> equation, appears to be an important determinant of final infiltration <br /> capacity; however, the somewhat arbitrary manner in which values were <br /> assigned to the qualitative measurements of the degree of effective <br />• mulch cover may make any conclusions about MULCH dubious. <br />
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