Water flows inside a pipe and exits to the atmosphere at an average velocity of 3 m/s as shown. The mass of the pipe filled with water in the inclined section is 13 kg per meter length of the pipe. The inclination angle 0 10 a) Calculate the reaction force needed to hold the pipe in place. b) Calculate the bending moment acting on the base of the pipe at point A. c) Determine how much is it required to extend the length of the inclined pipe so that the bending moment at point A will be zero. 3 m/s 2 m -10 cm
Water flows inside a pipe and exits to the atmosphere at an average velocity of 3 m/s as shown. The mass of the pipe filled with water in the inclined section is 13 kg per meter length of the pipe. The inclination angle 0 10 a) Calculate the reaction force needed to hold the pipe in place. b) Calculate the bending moment acting on the base of the pipe at point A. c) Determine how much is it required to extend the length of the inclined pipe so that the bending moment at point A will be zero. 3 m/s 2 m -10 cm
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![Water flows inside a pipe and exits to the atmosphere at an average velocity of 3
m/s as shown. The mass of the pipe filled with water in the inclined section is 13
kg per meter length of the pipe. The inclination angle 0 = 10
a) Calculate the reaction force needed to hold the pipe in place.
b) Calculate the bending moment acting on the base of the pipe at point A.
c) Determine how much is it required to extend the length of the inclined pipe
so that the bending moment at point A will be zero.
3 m/s
2m 10 cm](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0aad60a9-54b0-4ed2-a3ce-7c91d3b69083%2F4e50cc3c-ed85-4780-8408-60939833474b%2Fliigvui_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Water flows inside a pipe and exits to the atmosphere at an average velocity of 3
m/s as shown. The mass of the pipe filled with water in the inclined section is 13
kg per meter length of the pipe. The inclination angle 0 = 10
a) Calculate the reaction force needed to hold the pipe in place.
b) Calculate the bending moment acting on the base of the pipe at point A.
c) Determine how much is it required to extend the length of the inclined pipe
so that the bending moment at point A will be zero.
3 m/s
2m 10 cm
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