Consider a vertical pipe of diameter 3.136 mm. Through this pipe kerosene (density 963 kg/m3 and kinematic viscosity 2.547 10-6 m?/s) is flowing from the bottom towards the top, at a flow rate of 0.007427 I/s. A pressure gauge at the bottom of the pipe indicates that the pressure at the bottom is 3000000 Pa. Calculate what will be the pressure at 8 m above the measurement location. If needed, use that the acceleration of gravity is 9.81m/s2. O a. 2.863 106 Pa O b. 3000000 Pa O c. 6.141 104 Pa O d. 2.932 106 Pa
Consider a vertical pipe of diameter 3.136 mm. Through this pipe kerosene (density 963 kg/m3 and kinematic viscosity 2.547 10-6 m?/s) is flowing from the bottom towards the top, at a flow rate of 0.007427 I/s. A pressure gauge at the bottom of the pipe indicates that the pressure at the bottom is 3000000 Pa. Calculate what will be the pressure at 8 m above the measurement location. If needed, use that the acceleration of gravity is 9.81m/s2. O a. 2.863 106 Pa O b. 3000000 Pa O c. 6.141 104 Pa O d. 2.932 106 Pa
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![Consider a vertical pipe of diameter 3.136 mm. Through this pipe kerosene (density 963 kg/m3 and
kinematic viscosity 2.547 10-6 m?/s) is flowing from the bottom towards the top, at a flow rate of
0.007427 I/s. A pressure gauge at the bottom of the pipe indicates that the pressure at the bottom is
3000000 Pa. Calculate what will be the pressure at 8 m above the measurement location. If needed, use
that the acceleration of gravity is 9.81m/s?.
O a. 2.863 106 Pa
O b. 3000000 Pa
O c. 6.141.104 Pa
O d. 2.932 106 Pa](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffb7d61f1-cd91-403e-b987-c71071c510b3%2F5eb9c1c6-8600-45f7-b9c9-dc9755f4d0d9%2Fah5uuuq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Consider a vertical pipe of diameter 3.136 mm. Through this pipe kerosene (density 963 kg/m3 and
kinematic viscosity 2.547 10-6 m?/s) is flowing from the bottom towards the top, at a flow rate of
0.007427 I/s. A pressure gauge at the bottom of the pipe indicates that the pressure at the bottom is
3000000 Pa. Calculate what will be the pressure at 8 m above the measurement location. If needed, use
that the acceleration of gravity is 9.81m/s?.
O a. 2.863 106 Pa
O b. 3000000 Pa
O c. 6.141.104 Pa
O d. 2.932 106 Pa
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