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Austin Road Landfill Appendix D <br /> Contaminant Plume Characterization Report Aquifer Test Methods <br /> pumping fiom a well screened across the entire saturated thickness of the aquifer. Other <br /> assumptions,listed above,are that water is released instantaneously from storage with the onset of <br /> pumping,that the aquifer is homogenous,isotropic and of infinite areal extent,that the prepumping <br /> water table is flat and that there are no other sources of recharge or discharge other than the <br /> pumping well being tested(Kruseman and de Ridder,1990). When these conditions are met then <br /> the test drawdown data should follow an exponential trend when both time and drawdown are <br /> plotted on logarithmic scales,and the following equations can be used(Theis,1935): <br /> T = 4Q W(u) <br /> and <br /> S _ 47 to <br /> r2 _.. <br /> where Q is the well pumping rate,W(u)is the Theis well function,s is the aquifer drawdown,t is <br /> the time after which pumping began,r is the distance between the pumping and observation wells <br /> and u is defined as <br /> r 2S - <br /> U = — <br /> 4Tt <br /> It was observed that at later stages of a pumping test and at locations more distant from the <br /> pumping well the cone of depression expands at steady logarithmic rate with time. This occurs <br /> when the aquifer's u value is small,typically less than about 0.05. Under these conditions the <br /> drawdown data take on a straight line trend when drawdown are plotted on a linear scale and time <br /> on a logarithmic scale(Cooper and Jacob,1946). The Theis equation is simplified under these -- <br /> conditions to the following: <br /> T = 2.3Q <br /> 4ndr <br /> and <br /> S - <br /> 2.25Tto <br /> = <br /> r2 - <br /> where delta s is the drawdown measured over one log cycle and to is the time where a straight line <br /> from the drawdown data intersects the y-axis corresponding to zero drawdown. Evaluating aquifer <br /> test data using this method allows for evaluation of recharge and discharge events by observing <br /> when the drawdown curve deviates from the predicted straight line. This attribute is particularly <br /> important in the ARL aquifer test due to the multiple cycles of recovery and pumping that occurred <br /> as part of the test,and because of heavy rainfall events that occurred during the test. <br /> CDM Camp Dresser&McKee D-10 <br /> W:\REPORTS'STOCKTOMARLPLUME.gMP PD.W PD <br /> CS ®1®8cJ7 <br /> City of Stockton 1909SS.000f, <br />