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ARCHIVED REPORTS_2006_4
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ARCHIVED REPORTS_2006_4
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Last modified
7/17/2020 3:53:24 PM
Creation date
7/3/2020 10:51:54 AM
Metadata
Fields
Template:
EHD - Public
ProgramCode
4400 - Solid Waste Program
File Section
ARCHIVED REPORTS
FileName_PostFix
2006_4
RECORD_ID
PR0440005
PE
4433
FACILITY_ID
FA0004516
FACILITY_NAME
FORWARD DISPOSAL SITE
STREET_NUMBER
9999
STREET_NAME
AUSTIN
STREET_TYPE
RD
City
MANTECA
Zip
95336
APN
20106001-3, 5
CURRENT_STATUS
01
SITE_LOCATION
9999 AUSTIN RD
P_LOCATION
99
P_DISTRICT
004
QC Status
Approved
Scanner
SJGOV\rtan
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FilePath
\MIGRATIONS\SW\SW_4433_PR0440005_9999 AUSTIN_2006_4.tif
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EHD - Public
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The GSE Drainage Design Manual <br />Chapter 4 — Design Methods And Concepts <br />• Active Operation Stage I — Model leachate flow into the LCRS based on landfill at a <br />representative point in time in the landfill's development phasing plan. The waste <br />thickness might be on the order of half of the final thickness of the waste. The slope <br />might be fairly flat, with an intermediate cover and fair vegetation. <br />• Active Operation Stage II — Model leachate flow into the LCRS based on the landfill at <br />final grades with an intermediate cover in place and fair vegetation. <br />• Post -Closure Stage — Model leachate flow into the LCRS based on the final closure <br />conditions. The landfill will be at final grades with a permanent cover in place. Often this <br />condition is modeled in HELP as simply the amount of infiltration through the final cover <br />system. Since this value is typically very small when compared to the value at other <br />stages, a more complex analysis is not needed. <br />Impingement rate, q;, should be obtained from HELP model for each of the assumed stages <br />for the landfill. Required transmissivity can then be calculated for the each case as [Giroud et. <br />al., 2000b]: <br />011q=q;.L <br />sin,8 <br />(4.13) <br />where aeq = required transmissivity for geocomposites (m3/sec per in width); ql = liquid <br />impingement rate (m/sec); L = horizontal length of slope (m); and J3= slope angle (degrees). <br />It is generally convenient to prepare a table that presents impingement rate, stress, required <br />transmissivity and allowable transmissivity for each of the stages. Typically, higher <br />transmissivity values are required at low stress levels during initial stages of landfill filling <br />process. As a landfill reaches its closure stage, significantly lower transmissivity is required for <br />the drainage layer albeit at a higher normal stress. Example calculations are provided in Chapter <br />6 along with a typical table providing requirements for drainage layer at various landfill stages. <br />In terms of thickness of the composite, or the maximum depth of leachate in the drainage <br />layer, Equation 4.13 can be expressed as: <br />k.tm - q; -L <br />sin ,3 <br />(4.14) <br />where k = required permeability of the drainage layer (m/sec); and t,,. = maximum thickness <br />of the drainage layer. <br />4.2.4 Leakage Detection System <br />The main reason for including an LDS in a landfill is to capture and to laterally convey liquid <br />entering due to leakage of a primary liner. Figure 4.7 presents a schematic of a leak detection <br />system, indicating the primary source of leakage. There can be additional sources of leakage into <br />the LDS including (i) construction and compression water already present in the LDS; (ii) <br />consolidation water from the upper compacted clay liner (if a compacted clay liner is present); <br />(iii) infiltration water from leaks in the lower geomembrane; and (iv) liquid flow from leakage of <br />Page 4-9 <br />
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