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r-'l 0 <br /> F <br /> m previous studies within the County of San Joaquin, a small number of commercial <br /> e averaged a Total Nitrogen concentration of 87 mg N/L. This concentration of 87 mg <br /> onsidered a high, or strong strength wastewater and will be used in the calculations <br /> entire build-out of Phase 1 and Phase 2 because it provides a safety factor to account <br /> for the increased organic loading from the three Fast Food Restaurants and one Hotel Restaurant. <br /> f Three different equations and formulas will be used below to quantify the nitrate-nitrogen loading for <br /> 1! the Complex. These methods include the Hantzsche/Finnemore Equation,the Crites/ <br /> j Tchobanoglous Formula from Small and Decentralized Wastewater Management Systems and the <br />! method presented by O. B. Kaplan in Septic Systems Handbook. However,the Hantzsche/ <br /> Finnemore Equation is widely regarded as the scientific basis for nitrate loading calculations. <br /> The primary variables involved in the assessment or in quantifying nitrate impact to the underlying <br /> groundwater under the subject property are the Total Nitrogen concentration, volume of yearly <br /> wastewater flows, extent of denitrification, and the extent of evapotranspiration. <br /> Denitrification capabilities of the indigenous surface soils and the fine-grained subsurface soils are <br /> expected to increase and substantiate the denitrification potential. Ammonium retention in the clay <br /> soils should also be significant, as has been observed in other projects with similar soils. <br /> Evapotranspiration has not been factored in any of the three nitrate loading methods; however, it <br /> could ultimately be a significant part of wastewater management and consequently nitrate-nitrogen <br /> r loading. <br /> 5.2 fHant_sc a/JF nnemore Equation-(Ehase IT& Comole�e Build=Out) <br /> NLS§ 3.5 <br /> INw(1 - dl+R Nb <br /> Nr= (I+R) <br /> Where: <br /> Nr= Resultant average concentration of nitrate-nitrogen in recharge water-ppm NO3-N. <br /> I = Volume rate of wastewater entering the soil averaged over the gross developed area in <br /> inches per yr. Total wastewater olume ed will be lesser volume calculated in Column 3, Page 17 <br /> For both Phase 1 and Phase 2 a 25,080 gp x 365 days/year=9,154,200 gals= 7.48 gals per ft' _ <br /> 1,223,800 cu ft of wastewater. Does no account for Eva otrans iration. <br /> Nw= Total nitrogen concentration of wastewater at 87 mg N/L based on discussion referenced above. <br /> Does not account for loss of nitrogen in septic tanks (15%+) or through biomat(10%+). <br /> d = Fraction(%) of nitrate-nitrogen loss due to denitrification in the soil <br /> R = Average recharge rate of rainfall: 12 inches per yr(NLS§ 3.2) <br /> Nb= Background nitrate-nitrogen concentration of rainfall recharge, exclusive of wastewater <br /> influences(ppm NO,-N) <br /> Values and Assumptions <br /> 1= 9,154,200 gals = total WW/yr= 1 223 8 ft (= 3:0.66 i <br /> 11.00 Ac x 43,560 sq ft/A 1 ft/12 in) <br /> Page -19- <br /> Chesney Consulting <br />