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ARCHIVED REPORTS XR0000188
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3500 - Local Oversight Program
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PR0543430
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ARCHIVED REPORTS XR0000188
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Last modified
2/5/2019 11:28:28 AM
Creation date
2/5/2019 9:49:20 AM
Metadata
Fields
Template:
EHD - Public
ProgramCode
3500 - Local Oversight Program
File Section
ARCHIVED REPORTS
FileName_PostFix
XR0000188
RECORD_ID
PR0543430
PE
3528
FACILITY_ID
FA0009377
FACILITY_NAME
CAL TRANS MAINT SHOP 10
STREET_NUMBER
1603
Direction
S
STREET_NAME
B
STREET_TYPE
ST
City
STOCKTON
Zip
95206
APN
16918002
CURRENT_STATUS
02
SITE_LOCATION
1603 S B ST
P_LOCATION
01
P_DISTRICT
001
QC Status
Approved
Scanner
WNg
Tags
EHD - Public
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Appendix C <br /> Slog gest Procedures <br /> C.2 ANALYTICAL METHODS <br /> AQTESOLV for WindowsTM was utilized for the analysis of the slug test data The following is <br /> a discussion of the two analytical solutions used to evaluate the slug test data collected during <br /> field activities Results of the analysis are summarized in Table 5-3, and the data plots are <br /> attached at the end of this appendix <br /> Gomer-Rice (1976) <br /> The Bouwer and Rice (1976) solution, based on Thiem's equation, incorporates an empirical <br /> relationship describing the water-level response in an unconfined aquifer resulting from the <br /> instantaneous injection or withdrawal of water from a well <br /> The Bouwer-Rice (1976) solution recommends computing an equivalent casing radius (r,:) to <br /> correct for the porosity of the filter material when the change in water level occurs witlun the <br /> filter material In addition, Zlotnik (1994) advises the use of an equivalent well-bore radius if the <br /> aquifer is anisotropic in the vertical plane <br /> Application of the Bouwer-Rice (1976) method to estimating the hydraulic conductivity of an <br /> unconfined aquifer assumes that within the area of the test the aquifer is infinite in areal extent, is <br /> homogeneous and isotropic and uniform in thickness Other assumptions and conditions include <br /> that the water table is (nearly) horizontal, the piezometric head in the well is changed <br /> instantaneously, the drawdown around the well is negligible, there is no flow above the water <br /> table, the linear and non-linear well losses are negligible, the well either partially or fully <br /> penetrates the saturated thickness of the aquifer, the well diameter is finite and the flow is steady <br /> state Details of this method are described on the following pages <br /> Cooper-Bredehoeft-Papadopulos (CBP) (1967) <br /> Cooper et al (1967) derived an analytical solution describing the water-level response due to the <br /> instantaneous injection or withdrawal of water from a well in a confined aquifer <br /> By matching type curves of the Coo er-Bredehoeft-Pa ado ulos slug test solution to data plotted <br /> on semi-logarithmic axes, it is possible to estimate T and S for a confined aquifer <br /> Application of the CBP method to estimating the transmissivity and storativity of a confined <br /> aquifer assumes that within the area of the test the aquifer is infinite in areal extent. is <br /> homogeneous and isotropic, and uniform in thickness Other assumptions and conditions include <br /> that the water table is (nearly) horizontal, the piezometric head in the well is changed <br /> T 11999141-04010004 stocktanWugtestAppc doc123-NOV 99x8840173X8NA C-7 <br />
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