An unconfined aquifer with an areal extent of 101 km² supplies water to a community with an annual water demand of 650 million gallons. If the aquifer's specific yield, Sy = 0.19, compute the change in water table depth over a year. Annual precipitation for this region is 9", of which 4" recharges the aquifer. All other fluxes can be neglected. dt Note: Sy Adh = ΣjIj(t) — EkOk(t), where I; (t) represent fluxes in, and Ok (t) represent the fluxes out.
An unconfined aquifer with an areal extent of 101 km² supplies water to a community with an annual water demand of 650 million gallons. If the aquifer's specific yield, Sy = 0.19, compute the change in water table depth over a year. Annual precipitation for this region is 9", of which 4" recharges the aquifer. All other fluxes can be neglected. dt Note: Sy Adh = ΣjIj(t) — EkOk(t), where I; (t) represent fluxes in, and Ok (t) represent the fluxes out.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![An unconfined aquifer with an areal extent of 101 km² supplies water
to a community with an annual water demand of 650 million gallons. If
the aquifer's specific yield, Sy = 0.19, compute the change in water table
depth over a year. Annual precipitation for this region is 9", of which 4"
recharges the aquifer. All other fluxes can be neglected.
.
Note: Sy Adh = ΣjIj(t) – EkOk(t), where I, (t) represent fluxes in, and
Ok (t) represent the fluxes out.
dt](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3c82fbcc-04da-44dc-a863-1fe961a74225%2F4cefc014-53b6-42f8-80d5-10039bba5e35%2Frbf5t0g_processed.jpeg&w=3840&q=75)
Transcribed Image Text:An unconfined aquifer with an areal extent of 101 km² supplies water
to a community with an annual water demand of 650 million gallons. If
the aquifer's specific yield, Sy = 0.19, compute the change in water table
depth over a year. Annual precipitation for this region is 9", of which 4"
recharges the aquifer. All other fluxes can be neglected.
.
Note: Sy Adh = ΣjIj(t) – EkOk(t), where I, (t) represent fluxes in, and
Ok (t) represent the fluxes out.
dt
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