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,A c S <br /> FL`' <br /> EM 1110-1-4001 <br /> L}v�";c 1 3 Jun 02 <br /> 2s <br /> R 26 <br /> f <br /> 2401- <br /> 22a--. <br /> w <br /> 20 • <br /> w •• <br /> • <br /> 0 <br /> 16 Model <br /> c�. • <br /> 14 <br /> R7 <br /> 12()- <br /> 100- <br /> 0 <br /> 2100 5 10 15 20 25 30 <br /> Elapsed Days of Extraction <br /> Figure 9-2 Measured and Modeled Extracted TCE Concentrations during SVE(Figure Provided Courtesy of <br /> Praxis Environmental Technologies,Inc Burlingame,CA) <br /> (a) The first exponential term is dominated by the timescale associated with the total volume of <br /> contaminated soil and the air extraction rate This is a convective process The second term is dominated <br /> by diffusion from the immobile zone into the mobile zone For the rebound test,when extraction is zero, <br /> the magnitude of r, becomes equivalent to that of rZ because all processes are then diffusion dominated <br /> Therefore,the rebound concentration yields an estimate for the diffusion rate Additional exponential terms <br /> can be added if other sources can be quantified(e g, off-gassing from contaminated groundwater or <br /> evaporation of a NAPL)or if low flow zones such as silts make significant contributions As SVE <br /> progresses at a site,the model coefficients can easily be revised The immobile fraction of the soil becomes <br /> the dominant parameter in reaching cleanup and the longer SVE operates the more accurate this parameter <br /> estimate becomes In the past,sites were often described solely by the convective exponential term and <br /> ignored a determination of the longer transient associated with the diffusive exponential term Neglecting <br /> the contribution of the immobile zone resulted in vastly underestimating the time to reach a specified <br /> cleanup goal and the total mass of contaminant at the site <br /> (b) Fitting the multi-region model to the extracted concentration will also allow mass estimates to be <br /> calculated The cumulative mass removed will be determined by integrating the extracted concentration <br /> represented by equation(7-1)over time from zero to the present time and multiplying by the extraction <br /> rate <br /> Mass Removed= f Q(t')Cmol„1e(f)dt' (9-2) <br /> �=o <br /> 9-12 <br />