Figure below is a representation of the Altus gravity dam in Oklahoma. Find the magnitudes and locations of the horizontal and vertical hydrostatic force components acting on the headwater wall of the dam and on the tailwater wall of the dam. Note that the slope given is the ratio of the run to the rise. Consider a unit length of the dam (b= 1 ft). El. 1564.00 ft-10 ft- El. 1555.00 ft El. 1553.00 ft/
Figure below is a representation of the Altus gravity dam in Oklahoma. Find the magnitudes and locations of the horizontal and vertical hydrostatic force components acting on the headwater wall of the dam and on the tailwater wall of the dam. Note that the slope given is the ratio of the run to the rise. Consider a unit length of the dam (b= 1 ft). El. 1564.00 ft-10 ft- El. 1555.00 ft El. 1553.00 ft/
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:Figure below is a representation of the Altus gravity dam in Oklahoma. Find the magnitudes and
locations of the horizontal and vertical hydrostatic force components acting on the headwater
wall of the dam and on the tailwater wall of the dam. Note that the slope given is the ratio of the
run to the rise. Consider a unit length of the dam (b= 1 ft).
El. 1564.00 ft
+-10 ft-
El. 1555.00 ft
Headwater
87 ft Slope
0.1:17
El. 1553.00 ft/
El. 1475.00
Slope = 0.6:1
Tailwater
4 ft
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Step 1: Introduce the problem statement
VIEWStep 2: Draw the simplified geometry of dam
VIEWStep 3: Compute Horizontal force on headwater wall
VIEWStep 4: Compute Vertical force on headwater wall
VIEWStep 5: Compute Horizontal force on tailwater wall
VIEWStep 6: Compute Vertical force on tailwater wall
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