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User's guide of Proceessing Modflow 5.0

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Processing <strong>Modflow</strong> 263<br />

6.4 Automatic Calibration and Pumping Test<br />

6.4.1 Basic Model Calibration Skill with PEST/UCODE<br />

Folder: \pm5\examples\calibration\calibration1\<br />

Overview <strong>of</strong> the Problem<br />

Groundwater models are usually applied to conceptualize and understand a hydrologic system<br />

or to predict the outcome <strong>of</strong> a future change to the system. In order to provide some assurance<br />

that the model reflects the behavior or appearance <strong>of</strong> the flow system, it must be calibrated prior<br />

to use as a predictive tool. Calibration is accomplished by finding a set <strong>of</strong> parameters, boundary<br />

conditions, and excitations or stresses that produce simulated heads (or drawdowns) and fluxes<br />

that match measurement values within an acceptable range <strong>of</strong> error. Model calibration can be<br />

performed by the hand-operated trial-and-error adjustment <strong>of</strong> aquifer parameters or by inverse<br />

models such as PEST, UCODE, MODINV (Doherty, 1990) or MODFLOW/P (Hill, 1992). This<br />

example provides an exercise in model calibration with PEST and UCODE. Specific details <strong>of</strong><br />

this example are from Andersen (1993).<br />

Fig. 6.35 shows the idealized flow system and locations <strong>of</strong> observation bores. The flow<br />

system is a small, confined aquifer which is strongly controlled by the river which across it. The<br />

aquifer is approximately 100 ft thick and is composed primarily <strong>of</strong> silty sand. The river is not in<br />

direct hydraulic connection with the aquifer, but acts as a leaky boundary condition which can<br />

gain or lose water to the aquifer. Stage data for the river and riverbed elevation are listed in<br />

Table 6.2. Other boundary conditions are no-flow, which surround the square and define the<br />

areal extent <strong>of</strong> the aquifer.<br />

Given constraints <strong>of</strong> uniform transmissivity and recharge, and additional data below, obtain<br />

a steady state calibration based on the measurements listed in Table 6.3.<br />

Initial hydraulic head = 100.0 ft<br />

grid size = 15× 15<br />

)x = )y = 500 ft<br />

river base flow at western model boundary = 10 cfs<br />

river base flow at eatern model boundary = 11.125 cfs<br />

2<br />

riverbed conductance = 0.01 ft /s<br />

6.4.1 Basic Model Calibration Skill with PEST/UCODE

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