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Ground-water development in East St. Louis area, Illinois. Urbana, IL ...

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<strong>in</strong>dicate that stabilization of the piezometric surface dur<strong>in</strong>g<br />

1956 was mostly due to the effects of the Mississippi<br />

River. Dur<strong>in</strong>g much of the latter part of the drought<br />

there were long periods when little <strong>water</strong> was <strong>in</strong> the<br />

small streams and lakes <strong>in</strong> the <strong>in</strong>terior portion of the<br />

<strong>East</strong> <strong>St</strong>. <strong>Louis</strong> <strong>area</strong>, and these hydrologic features had<br />

for practical purposes negligible <strong>in</strong>fluence on <strong>water</strong> levels.<br />

Computations made with equation 4, tak<strong>in</strong>g <strong>in</strong>to consideration<br />

the Mississippi River (recharge boundary)<br />

and accumulated periods of little or no recharge directly<br />

from precipitation, <strong>in</strong>dicate that the piezometric surface<br />

for 1956 can be duplicated by us<strong>in</strong>g a time period of<br />

5 years <strong>in</strong> estimat<strong>in</strong>g <strong>water</strong>-level decl<strong>in</strong>es.<br />

Production wells were grouped <strong>in</strong>to centers of pump<strong>in</strong>g,<br />

and the average discharges dur<strong>in</strong>g the period 1952-<br />

1956 for each pump<strong>in</strong>g center were determ<strong>in</strong>ed. The analog<br />

model was coupled to the excitation-response apparatus<br />

and the pulse generator was connected to junctions<br />

at locations of pump<strong>in</strong>g centers. The output of the<br />

pulse generator was adjusted <strong>in</strong> accordance with discharge<br />

data and a maximum time period of 5 years. The oscilloscope<br />

was connected to term<strong>in</strong>als represent<strong>in</strong>g observation<br />

wells and <strong>water</strong>-level decl<strong>in</strong>es were computed. Thus,<br />

<strong>water</strong>-level decl<strong>in</strong>es everywhere <strong>in</strong> the aquifer were described.<br />

The total <strong>water</strong>-level decl<strong>in</strong>e, based on the superposition<br />

theorem, at each term<strong>in</strong>al was obta<strong>in</strong>ed by summation<br />

of <strong>in</strong>dividual effects of each pump<strong>in</strong>g center.<br />

Only the effects of pump<strong>in</strong>g centers were taken <strong>in</strong>to account<br />

and the average stage of the Mississippi River was<br />

assumed to be the same <strong>in</strong> 1956 as it was <strong>in</strong> 1900. However,<br />

records show that the average stage of the Mississippi<br />

River was about 11 feet lower <strong>in</strong> 1956 than <strong>in</strong> 1900.<br />

The effect of the change <strong>in</strong> the average stage of the<br />

river on <strong>water</strong> levels was estimated by coupl<strong>in</strong>g the,<br />

pulse generator to junctions <strong>in</strong> the analog model along<br />

the river and measur<strong>in</strong>g <strong>water</strong>-level changes due to the<br />

given change of the stage of the river with the oscilloscope<br />

connected to junctions <strong>in</strong> the <strong>in</strong>terior portions of<br />

the analog model.<br />

The above <strong>water</strong>-level decl<strong>in</strong>es due to the decl<strong>in</strong>e <strong>in</strong><br />

river stage were superposed upon <strong>water</strong>-level changes<br />

due to pumpage, and a <strong>water</strong>-level change map cover<strong>in</strong>g<br />

the period 1900 to December 1956 was prepared. A piezometric<br />

surface map (figure 61B) was constructed by<br />

superpos<strong>in</strong>g the <strong>water</strong>-level change map on the piezometric<br />

surface map for 1900.<br />

Features of the piezometric surface map prepared<br />

with data from the analog computer and the piezometric<br />

surface map prepared from actual <strong>water</strong>-level data are<br />

generally the same, as shown <strong>in</strong> figure 61. A comparison<br />

of <strong>water</strong>-level elevations for selected pump<strong>in</strong>g centers,<br />

based on the analog computer and actual piezometric<br />

surface maps, are given <strong>in</strong> table 31. The average slope of<br />

Table 31. Comparison of Analog Computer and Actual<br />

Piezometric Surface Maps for December 1956<br />

Water-level elevation<br />

(ft above msl)<br />

Pump<strong>in</strong>g<br />

center Analog computer Actual<br />

Alton <strong>area</strong> 375 375<br />

Wood River <strong>area</strong> 375 375<br />

Granite City <strong>area</strong> 345 350<br />

National City <strong>area</strong> 365 365<br />

Monsanto <strong>area</strong> 360 355<br />

Caseyville <strong>area</strong> 400 400<br />

the piezometric surface <strong>in</strong> <strong>area</strong>s remote from pump<strong>in</strong>g<br />

centers from both maps was 5 feet per mile. A comparison<br />

of gradients from analog computer and actual piezometric<br />

surface maps <strong>in</strong> the vic<strong>in</strong>ity of pump<strong>in</strong>g centers<br />

is given <strong>in</strong> table 32.<br />

Table 32. Comparison of Analog Computer and Actual<br />

Hydraulic Gradients of Piezometric Surface Maps<br />

for December 1956<br />

Average gradient (ft/mi)<br />

Pump<strong>in</strong>g<br />

center Analog computer Actual<br />

Alton <strong>area</strong> 15 15<br />

Wood River <strong>area</strong> 15 15<br />

Granite City <strong>area</strong> 20 30<br />

National City <strong>area</strong> 10 10<br />

Monsanto <strong>area</strong> 20 25<br />

Differences <strong>in</strong> analog computer and actual piezometric<br />

surface maps are not significant when considered <strong>in</strong> relation<br />

to the accuracy and adequacy of geohydrologic<br />

data. The close agreement between analog computer and<br />

actual piezometric maps <strong>in</strong>dicates that the analog computer<br />

may be used to predict with reasonable accuracy<br />

the effects of future ground-<strong>water</strong> <strong>development</strong> and the<br />

practical susta<strong>in</strong>ed yield of exist<strong>in</strong>g pump<strong>in</strong>g centers.<br />

PRACTICAL SUSTAINED YIELDS OF EXISTING PUMPING CENTERS<br />

In 1962 <strong>water</strong> levels were not at critical stages <strong>in</strong><br />

any pump<strong>in</strong>g center and there were <strong>area</strong>s of the aquifer<br />

unaffected by pump<strong>in</strong>g. Thus, the practical susta<strong>in</strong>ed<br />

yield of exist<strong>in</strong>g pump<strong>in</strong>g centers exceeds total withdrawals<br />

<strong>in</strong> 1962. The practical susta<strong>in</strong>ed yield is here de-<br />

f<strong>in</strong>ed as the rate at which ground <strong>water</strong> can be cont<strong>in</strong>uously<br />

withdrawn from wells <strong>in</strong> exist<strong>in</strong>g pump<strong>in</strong>g centers<br />

without lower<strong>in</strong>g <strong>water</strong> levels to critical stages or<br />

exceed<strong>in</strong>g recharge. <strong>Ground</strong> <strong>water</strong> withdrawn from wells<br />

less than 1 mile from the river was not considered.<br />

56

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