5. Landfill Leachate Management A pre-RCRA landfill was lined with 6 ft of clay at the bottom. The cover of the landfill consists of 4 ft of clay. During a recent survey, it was found that the cover was at 60% of its maximum storage capacity. An unusual wet season experienced by the region raises concern about leachate production in the landfill. The weather data of last month (Feb) is as follows: Precipitation, P = 12.2 in Evapotranspiration, ET = 3.6 in Runoff coefficient of clay, R = 0.20 Field capacity, FC = 0.35 PWP = 0.20 a) Determine the amount of percolation through the cover in the month of Feb and the final storage capacity of the cover at the end of Feb. (Hint: PER = (P –R- ET) – ASLC) %3D b) Contingency plan requires the landfill engineer to estimate the breakthrough time should leachate is produced at the bottom of the landfill. Estimate the breakthrough time in years, assuming porosity of the clay, a, is 0.20. Hydraulic conductivity, K, is 1.5 x 1010 ft/s, and the highest hydraulic head is d?a 12 ft. (equation: t = K(d+h)'

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5. Landfill Leachate Management
A pre-RCRA landfill was lined with 6 ft of clay at the bottom. The cover of the landfill consists of 4 ft of
clay. During a recent survey, it was found that the cover was at 60% of its maximum storage capacity. An
unusual wet season experienced by the region raises concern about leachate production in the landfill.
The weather data of last month (Feb) is as follows:
Precipitation, P = 12.2 in
%D
Evapotranspiration, ET = 3.6 in
Runoff coefficient of clay, R = 0.20
Field capacity, FC = 0.35
PWP = 0.20
a) Determine the amount of percolation through the cover in the month of Feb and the final storage
capacity of the cover at the end of Feb. (Hint: PER = (P – R - ET) – ASLC)
b) Contingency plan requires the landfill engineer to estimate the breakthrough time should leachate is
produced at the bottom of the landfill. Estimate the breakthrough time in years, assuming porosity
of the clay, a, is 0.20. Hydraulic conductivity, K, is 1.5 x 1010 ft/s, and the highest hydraulic head is
d?a
12 ft. (equation: t =
K(d+h)'
Transcribed Image Text:5. Landfill Leachate Management A pre-RCRA landfill was lined with 6 ft of clay at the bottom. The cover of the landfill consists of 4 ft of clay. During a recent survey, it was found that the cover was at 60% of its maximum storage capacity. An unusual wet season experienced by the region raises concern about leachate production in the landfill. The weather data of last month (Feb) is as follows: Precipitation, P = 12.2 in %D Evapotranspiration, ET = 3.6 in Runoff coefficient of clay, R = 0.20 Field capacity, FC = 0.35 PWP = 0.20 a) Determine the amount of percolation through the cover in the month of Feb and the final storage capacity of the cover at the end of Feb. (Hint: PER = (P – R - ET) – ASLC) b) Contingency plan requires the landfill engineer to estimate the breakthrough time should leachate is produced at the bottom of the landfill. Estimate the breakthrough time in years, assuming porosity of the clay, a, is 0.20. Hydraulic conductivity, K, is 1.5 x 1010 ft/s, and the highest hydraulic head is d?a 12 ft. (equation: t = K(d+h)'
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