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ARCHIVED REPORTS_XR0012961
Environmental Health - Public
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EHD Program Facility Records by Street Name
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99 (STATE ROUTE 99)
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14800
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3500 - Local Oversight Program
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PR0545626
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ARCHIVED REPORTS_XR0012961
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Last modified
11/19/2024 1:50:34 PM
Creation date
4/29/2020 2:53:52 PM
Metadata
Fields
Template:
EHD - Public
ProgramCode
3500 - Local Oversight Program
File Section
ARCHIVED REPORTS
FileName_PostFix
XR0012961
RECORD_ID
PR0545626
PE
3528
FACILITY_ID
FA0000957
FACILITY_NAME
LATHROP GAS & FOOD MART*
STREET_NUMBER
14800
Direction
S
STREET_NAME
STATE ROUTE 99
STREET_TYPE
RD
City
MANTECA
Zip
95336
APN
19702004
CURRENT_STATUS
02
SITE_LOCATION
14800 S HWY 99 RD
P_LOCATION
99
P_DISTRICT
005
QC Status
Approved
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SJGOV\sballwahn
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EHD - Public
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' RISC User's Manual Version 4 0 <br /> w , <br /> • The size of the source in the vadose zone is "mapped" onto the water table and <br /> becomes the footprint of the groundwater source size if the receptor well is <br /> close to the source region,it may be more conservative to use a smaller source <br /> ' size and a larger source concentration than to average the concentrations <br /> across a large source region More concentrated(but smaller)sources in the <br /> groundwater yield higher concentrations along the centerline of the plume <br /> ' when the receptor point is close to the source region <br /> C �1 <br /> RISC's vadose zone transport model uses a "compartmental" approach, in other <br /> words, different models are used to describe the source zone, the vadose zone above <br /> the source, and the vadose zone between the source and groundwater <br /> ' The source zone is described as being a well-mixed finite source that depletes with <br /> time, while the vadose zone above the source is treated as being one-dimensional and <br /> ' • at pseudo-steady state <br /> ' Beneath the source zone, solute transport of leachate occurs via advection and <br /> dispersion, and mass loss may occur through a first-order degradation reaction The <br /> one-dimensional transport equation (including adsorption)in this zone is given by <br /> z <br /> R ?�d^t = Dx Wiz% —v " —PC',, (A-1) <br /> ' dx <br /> where <br /> Cµ — <br /> dissolved phase concentration of chemical [mg/L] <br /> Ds = dispersion coefficient in the unsaturated zone [cm2/di <br /> ' v = seepage velocity(or interstitial velocity)(cm/d] <br /> u = first-order decay coefficient for chemical [1/d] <br /> ' x = distance below the source(measured positively <br /> downward) [cm] <br /> t = time [d] <br /> • <br /> 1 <br /> A-4 <br /> 1 <br />
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