JA closed tank 1.8 m in diameter and 2.70 m high is filled to a depth of 2.25 m. The air space is subjected to a pressure of 60 KPa. (a) If the tank material is 2 mm thick, compute the maximum hoop stress that could develop if the tank is rotated about its vertical axis through 120 rpm. (b) If the allowable tensile stress is 75 MPa, determine the maximum angular speed (rpm) that the tank can have without bursting the tank.
JA closed tank 1.8 m in diameter and 2.70 m high is filled to a depth of 2.25 m. The air space is subjected to a pressure of 60 KPa. (a) If the tank material is 2 mm thick, compute the maximum hoop stress that could develop if the tank is rotated about its vertical axis through 120 rpm. (b) If the allowable tensile stress is 75 MPa, determine the maximum angular speed (rpm) that the tank can have without bursting the tank.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Read the question carefully and give me both right solutions with clear calculations.
Both questions are subbarts.
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![JA closed tank 1.8 m in diameter and
2.70 m high is filled to a depth of 2.25 m. The air space is
subjected to a pressure of 60 KPa.
(a) If the tank material is 2 mm thick, compute the
maximum hoop stress that could develop if the tank
is rotated about its vertical axis through 120 rpm.
(b) If the allowable tensile stress is 75 MPa, determine
the maximum angular speed (rpm) that the tank can
have without bursting the tank.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb9129177-db7e-46c1-898c-1d8bceab80d1%2F196f80c1-e784-45dc-a182-7400c2b13b10%2F7ecb68q_processed.jpeg&w=3840&q=75)
Transcribed Image Text:JA closed tank 1.8 m in diameter and
2.70 m high is filled to a depth of 2.25 m. The air space is
subjected to a pressure of 60 KPa.
(a) If the tank material is 2 mm thick, compute the
maximum hoop stress that could develop if the tank
is rotated about its vertical axis through 120 rpm.
(b) If the allowable tensile stress is 75 MPa, determine
the maximum angular speed (rpm) that the tank can
have without bursting the tank.
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