An angled elbow is used to deflect water that is flowing steadily at a rate of 0.17 m3/s and discharge to atmosphere - as shown in Fig2. For D= 400 cm, d= 20 cm, and h=45 cm, determine the total force acting on the flanges of the elbow and the angle its line of action makes with the horizontal. Take the internal volume of the elbow to be 0.8m3 and the weight of the elbow itself to be 12 kg, and disregard the frictional effects. Take the momentum-flux correction factor at inlet and outlet to be βin = 1.03 and βout = 1, and the water density to be ρw = 998kg/m 3
An angled elbow is used to deflect water that is flowing steadily at a rate of 0.17 m3/s and discharge to atmosphere - as shown in Fig2. For D= 400 cm, d= 20 cm, and h=45 cm, determine the total force acting on the flanges of the elbow and the angle its line of action makes with the horizontal. Take the internal volume of the elbow to be 0.8m3 and the weight of the elbow itself to be 12 kg, and disregard the frictional effects. Take the momentum-flux correction factor at inlet and outlet to be βin = 1.03 and βout = 1, and the water density to be ρw = 998kg/m 3
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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An angled elbow is used to deflect water that is flowing steadily at a rate of 0.17 m3/s and discharge
to atmosphere - as shown in Fig2. For D= 400 cm, d= 20 cm, and h=45 cm, determine the total force
acting on the flanges of the elbow and the angle its line of action makes with the horizontal.
Take the internal volume of the elbow to be 0.8m3 and the weight of the elbow itself to be 12 kg, and disregard the frictional effects. Take the momentum-flux correction factor at inlet and outlet to be βin = 1.03
and βout = 1, and the water density to be ρw = 998kg/m
3
.
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