Vinyl Chloride - Texas Commission on Environmental Quality
Vinyl Chloride - Texas Commission on Environmental Quality
Vinyl Chloride - Texas Commission on Environmental Quality
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<str<strong>on</strong>g>Vinyl</str<strong>on</strong>g> chloride<br />
Page 44<br />
====================================================================<br />
Quantal Linear Model using Weibull Model (Versi<strong>on</strong>: 2.7; Date: 2/20/2007)<br />
Input Data File: THORNTON_VC_DATA.(d)<br />
Gnuplot Plotting File: THORNTON_VC_DATA.plt<br />
Tue Feb 19 10:01:01 2008<br />
====================================================================<br />
BMDS MODEL RUN<br />
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~<br />
The form of the probability functi<strong>on</strong> is:<br />
P[resp<strong>on</strong>se] = background + (1-background)*[1-EXP(-slope*dose)]<br />
Dependent variable = COLUMN2<br />
Independent variable = COLUMN1<br />
Total number of observati<strong>on</strong>s = 3<br />
Total number of records with missing values = 0<br />
Maximum number of iterati<strong>on</strong>s = 250<br />
Relative Functi<strong>on</strong> C<strong>on</strong>vergence has been set to: 1e-008<br />
Parameter C<strong>on</strong>vergence has been set to: 1e-008<br />
Default Initial (and Specified) Parameter Values<br />
Background = 0.016129<br />
Slope = 0.0411087<br />
Power = 1 Specified<br />
Asymptotic Correlati<strong>on</strong> Matrix of Parameter Estimates<br />
( *** The model parameter(s) -Background -Power<br />
have been estimated at a boundary point, or have been specified by the user,<br />
and do not appear in the correlati<strong>on</strong> matrix )<br />
Slope<br />
Slope 1<br />
Parameter Estimates<br />
95.0% Wald C<strong>on</strong>fidence Interval<br />
Variable Estimate Std. Err. Lower C<strong>on</strong>f. Limit Upper C<strong>on</strong>f. Limit<br />
Background 0 NA<br />
Slope 0.0347668 0.00822327 0.0186495 0.0508842<br />
NA - Indicates that this parameter has hit a bound<br />
implied by some inequality c<strong>on</strong>straint and thus<br />
has no standard error.