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APPENDIX E <br /> DISSOLVED MASS/VOLUME ASSUMPTIONS AND CALCULATIONS <br /> ARROYO'S SMOG SHOP <br /> 3012 East Waterloo Road, Stockton, California <br /> Assumptions: <br /> • The distribution of maximum dissolved hydrocarbon concentrations at the site can be <br /> approximated utilizing the formula for an elliptical cylinder.The distribution of the plume can <br /> be separated into two contoured areas (i.e. 1,000 pg/I and 100.pg/I; Figure 6). <br /> • The effective porosity of soil at the site is estimated to be 35% (i.e. silt). <br /> • The thickness of dissolved plumes were derived using the screened depth of wells at the <br /> site (20 feet). <br /> • Figure 6 was generated utilizing a computer assisted drafting program. The program has <br /> a specific function to calculate the area of a selected object-, such as each area between <br /> the above referenced TPH-g isoconcentration intervals. For the dissolved TPH-g plume <br /> (Figure 6), the program determined the area of the 1,000 pg/I contour interval to be 448 ft2 <br /> and the 100 pg/I contour interval to be 1,198 ft2. <br /> • The area and volume of each contoured zone within the plume can be estimated utilizing <br /> the computer assisted drafting program to determine the area between the above <br /> referenced 1,000 and 100 contour intervals, and then multiplying the area by the height of <br /> wells screens installed at the site (20 feet). The area of a cylinder can be used to illustrate <br /> the shape of the dissolved TPH-g plume, and calculated by the following formula: <br /> I <br /> i <br /> V = AREA-h, where "area" is determined through the drafting program (Figure 6) and "h" is the <br /> height of wells screens installed at the sit. <br /> 1) For the estimated 1,000 pg/I inner contour interval; A1,000 = 448 ft2 and h = 20 ft (height <br /> estimated and averaged from cross sections) <br /> Utilizing TPH-g data from well MW-1 (1,100 pg/I) and the 1,000 tag/I contour line, the average <br /> dissolved TPH-g concentration is estimated to be 1,050 ug/I (equivalent to 0.00000105 grams per <br /> milliliter). A ml is very nearly equivalent to a cubic centimeter of water, which by definition equals <br /> one gram, this concentration is nearly a unitless number. <br /> The volume is given by: <br /> ft2 3 <br /> V1,000=A,, x h =448 x 20 ft = 8,960A1,000 <br /> I <br />