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C. Nitrate Loading Mass Balance <br /> A nitrate loading mass balance calculation is illustrated below, for the proposed project. The <br /> calculated or estimated nitrate impact to the soil and ultimately to the groundwater is extremely <br /> difficult to determine due to the number of variables involved. The Hantzsche/ Finnemore <br /> Equation is used to estimate the resultant average nitrate-nitrogen concentration in the effluent <br /> recharge water at a volume of 150 gpd, and a Total Nitrogen concentration of 112 ppm. This 112 <br /> ppnt concentration was arrived from septic tank effluent analysis from other similar-type. <br /> commercial projects. <br /> FIANf77S('HE/FINVE6fORE EQUATION <br /> IN„(1 - d) + RN,, <br /> Nr= (I+R) <br /> Where: <br /> Nr= Resultant average concentration of nitrate-nitrogen in recharge water-(ppm NO,-N) <br /> 1 = Volume rate of wastewater entering the soil averaged over the gross developed arca in inches pci >r <br /> Nw = Total nitrogen concentration of wastewater in N mg/'L (112 mg N'L/day) <br /> d = Fraction (01u)of nitrate-nitrogen loss due to denitrification in the soil <br /> R = Average recharge rate of rainfall -inches per yT(9.0 in.) <br /> N,= Background nitrate-nitrogen concentration of rainfall recharge, exclusive of wastewater influences <br /> (ppm NO;-N) <br /> Values and Assumptions: <br /> 150 aaWday x 260 work days/yr= 39,000 gals/yr= 5_214 cu ft W W/vr =11.4 in+yr <br /> 1 = 43,560 eu ft/Ac ft x 1.0 Ac x (1 f.112 in) <br /> Nw= 1 l2 mg NiL- 10%reduction in septic tank= 101 mg N/L <br /> d = 104o from biomat formation and 25% from clay soil under filter bed(66 mg N/L) <br /> N,, = Assumed to be 0.1 ppm NO;N <br /> 1.4 in%vr(101 me N1L) (1 -0.35) + (9 in/yr x 0.1 m¢/L) <br /> Nr _ (1.4 m/yr+9 in/yr) <br /> Nr = 8.9 ppm as NO,-N or 39.7 ppm as NO, <br /> The nitrate loading calculated for wastewater effluent recharge from the proposed facility is below <br /> the drinking water Maximum Contaminant Level(MCL) of 10 ppm NO3- N or 45 ppm NO,. The <br /> C,14y soil is projected to have at least a 25% denitrification potential. However, by taking advantage <br /> of a larger clay soil surface area under the chamber, this denitrification potential may be even <br /> higher, possibly 30%-35°/,. In addition, the calculated effluent recharge concentration above, does <br /> not account for nitrogen uptake by grass-type root structures that will absorb effluent at the <br /> infiltrator louvers. The nitrogen uptake concentration is estimated to be between 15% and 35% <br /> during favorable weather conditions when the interigir o.f thc.charribet:s is.wUrn. This should cause <br /> evaporation of the effluent off the soil/effluent interface and onto the louvers for grass root <br /> transpiration uptake. Consequently, there is potential for the recharge effluent to be approximately: <br /> I5% additional soil denitrification, 15% zone of saturation denitrification, 20% evapotranspiration <br /> 8.9 ppm =,4.5 ppm NO,-N. <br /> — <br /> Chesney Cunsufthig <br />