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LFR Levine-Fricke <br /> Rev rsed <br /> These data will be used to estimate flow rates and to calculate the mirumum number of <br /> Pore volumes to be extracted, which will result m effective remediation of VOC- <br /> affected soil This estimation may be through a series of pore gas velocity calculations, <br /> iterative gas flow modeling as presented by DiQulio and Varadharn (2001), or through <br /> the use of the public domain model AIRM, Such dual consideration of ROI combined <br /> with pore gas velocity considerations will result in a more cost and tune efficient soli <br /> vapor extraction system- <br /> 6.2.1 Soil Air Permeability Calculations <br /> Soil air permeability will be estunated using the data collected with the constant rate <br /> discharge tests in the extraction wells tested during the pilot study- Two types of air <br /> permeability calculations will be performed: <br /> • De Glee's distance versus drawdown method (for multiple monitoring wells) <br /> Hantush Jacob's tune versus drawdown method (for a single monitoring well) <br /> Both of these methods were originally developed for estimating hydraulic parameters of <br /> aquifers, but are also applicable for analyzing SVE data (Thrupp et al 1996). Analytic <br /> limitations regarding differences in the physical propenes of fluids and vapors do <br /> exist, but historically, have not had a significant effect on air permeability calculations <br /> • (Massmann 1989) <br /> 6.2.2 Radius of Influence and Critical Porus Velocity Evaluation <br /> Radius of Influence <br /> During, each of the step and constant discharge tests, vacuum responses in monitoring <br /> wells due to active extraction from a pilot test will be monitored. During each test <br /> sequence, steady state vacuum measurements will be identified in each of the <br /> monitoring wells Vacuum response is expected to decrease logarithnvcally in a radial <br /> pattern relative to the distance from the vacuum source (i.e , the test extraction well) <br /> Eased on data collected, a TMROI for a given constant flow rate will be estimated For <br /> the purposes of this study, the TMROI will be defined as the farthest average radial <br /> distance from an operating SVE well at which vacuum response of 0,1 u2 of H2,0 could <br /> be measured in the subsurface <br /> Critical Pore-Gas Velocity <br /> For assessing the critical pore-gas velocity, LFR will use the of the ROI data, soil air <br /> Permeability calculations, and a series of pore gas velocity calculations, iterative gas <br /> flow modeling as presented by DiGiulio and Varadharii (2001), or public domain model <br /> AMD Such consideration of ROI combined with pore gas velocity considerations will <br /> . result in a more cost and time efficient soil vapor extraction system through <br /> e 2.0 <br /> wpSVLii$-Lada-mv48123 dot 1fr <br /> 02!ig0 d B£T0b9b602T 01 906V zS9 OTS 9N0Id9 9NIMD-1 d9I Nj 6b 91 Z0. 60 7nr <br />