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• <br /> 9 <br /> 296 HYDROCARBON CONTAMINATED SOILS AND GROUNDWATER GROUNDWATER REMEDIATION LIMITS 297 <br /> observed concentrations of benzene in a recovery well If the remedial objectives <br /> • = raw data used in regression were based on some other contaminant, this method still could be applied <br /> 5500 ° raw dolo not used in regression Data from a recovery well were utilized principally because it is the most fre- <br /> ht = asymptote quently sampled well at many sites undergoing remediation Extrapolation of trends <br /> ° in recovery wells may not correctly predict the time to achieve acceptable quality <br /> ° prediction interval in all monitoring wefts, considering such factors as well placement, screened in- <br /> CL 00°° tervals, and(lie horizontal and vertical distribution of contamination in the aquifer <br /> Nonetheless, the recovery well is the focal point of the pump-and-treat technology, <br /> o and its potential limitations were evaluated statistically in this study <br /> a 900 ° The seven characteristic data sets used for method evaluation are presented in <br /> T 1 the API report 2 An eighth data set was submitted subsequent to that work and <br /> Zhas also been used for subsequent evaluation of the PC software The data records <br /> 600 <br /> Q <br /> 0 range in duration from 9 to 22 months All data sets exhibit an asymptotic region, <br /> 1 with average concentrations of benzene at the asymptote ranging from 2 to 300 <br /> - • ° t parts per billion (ppb) <br /> 300 • " • Two alternative statistical techniques were evaluated in Phase i The first tech- <br /> -------------- ----�-- <br /> ••00 % ti " roque was based on regressing the concentration, C, versus time t The second <br /> technique was based on regressing the natural logarithm of concentration, 1nC, <br /> 120 240 360 a Po 600 versus t For both techniques,an asymptotic condition is indicated if die slope(dC/dt) <br /> TIME (DAYS) is not signifit,antiy different from zero and if the 95% upper and lower confidence <br /> Figure 17 1 Linear asymptotic regression results for one of seven data sets used for bounds on the slope are both near zero The logarithmic regression is based on <br /> method evaluation the full data set, whereas the linear technique includes an objective identification <br /> of the asymptotic portion of the data set This step for the linear case was neces- <br /> sary because, with a data set of the type illustrated in Figure 17 1, a flat, straight <br /> The apparent leveling off of groundwater quality is indicative of a technologi- line can only be fit through data after the initial period of concentration decline <br /> cal limitation on the effectiveness of the in-place remedial technology It may F These two alternatives were selected because it was unclear at the initiation <br /> be infeasible to further improve groundwater quality via the technology in use ' of the study whether the apparent asymptote was actually greater than zero Several <br /> at the site mechanisms that have been documented to affect the fate and persistence of <br /> In 1988, the American Petroleum Institute(API) funded Environmental Science hydrocarbons in soil and groundwater are expected to exhibit first order kinetics 3 <br /> & Engineering, Inc , to develop and evaluate alternative statistical procedures If the overall restoration process during remedial action were a first-order removal <br /> that Lan be used to document and quantify the asymptotic condition Preliminary process (I e , contaminant is being eliminated from the system in direct propor- <br /> results of this study were published in 1989, and an API report documenting the tion to its concentration), then the logarithmic regression would closely fit the <br /> method evaluation was published in 1991 'z The second, ongoing, phase of that data A first-order process is asymptotic, but the asymptotic concentration limit <br /> study is to develop personal computer(PC)software to support wider dissemina- should be at zero At study initiation it was unclear whether the appearance of <br /> tion of the statistical procedures This chapter summarizes the previous work and a nonzero asymptote simply resulted from a small trend coupled with large data <br /> presents additional results and hypothetical applications based on the to-be-released variability The results of the method evaluation indicate that this is not the case, <br /> PC software and that a nonzero asymptote exists <br /> The alternative linear regression technique is expected to fit the data better if <br /> METHODS- PHASE 1 a valid nonzero asymptote exists This would also tend to indicate that fundamentally <br /> distinct processes control the initial rapid reduction as contrasted with the subse- <br /> quent asymptotic interval For example, the initial reduction may result from the <br /> Groundwater quality data from seven sites undergoing active remediation were rapid removal of contamination from the aquifer by the pump-and-treat technolo- <br /> selected to test alternative statistical procedures These data sets were selected gy,whereas the asymptotic period could be attributable to the slow release of con- <br /> front approximately 20 site data sets provided by API The data sets represent i taminant from soils, a process that is not accelerated by the pump-anId-treat system <br />