The diameter of a steel tank is 3.5 meters, and the wall thickness is 6 millimeters. The tank stands at a height of 4 meters. 1. If the permissible stress is 5 MPa, calculate the maximum height (m) to which the tank can be filled with water. 2. A 0.05 MPa internal pressure is applied to the steel tank. Calculate the bursting force per unit length in kN. 3. The pressure is capped at 12 MPa. Determine the maximum internal pressure that may be tolerated (MPa) 4. A spherical gas tank has a diameter of 1.2 m and a thickness of 4 mm. What is the maximum safe pressure (kPa) to which the tank can be subjected if the permitted tensile stress is 102 MPa?

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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The diameter of a steel tank is 3.5 meters,
and the wall thickness is 6 millimeters. The
tank stands at a height of 4 meters.
1. If the permissible stress is 5 MPa,
calculate the maximum height (m) to which
the tank can be filled with water.
2. A 0.05 MPa internal pressure is applied to
the steel tank. Calculate the bursting force
per unit length in kN.
3. The pressure is capped at 12 MPa.
Determine the maximum internal pressure
that may be tolerated (MPa)
4. A spherical gas tank has a diameter of 1.2
m and a thickness of 4 mm. What is the
maximum safe pressure (kPa) to which the
tank can be subjected if the permitted tensile
stress is 102 MPa?
Transcribed Image Text:The diameter of a steel tank is 3.5 meters, and the wall thickness is 6 millimeters. The tank stands at a height of 4 meters. 1. If the permissible stress is 5 MPa, calculate the maximum height (m) to which the tank can be filled with water. 2. A 0.05 MPa internal pressure is applied to the steel tank. Calculate the bursting force per unit length in kN. 3. The pressure is capped at 12 MPa. Determine the maximum internal pressure that may be tolerated (MPa) 4. A spherical gas tank has a diameter of 1.2 m and a thickness of 4 mm. What is the maximum safe pressure (kPa) to which the tank can be subjected if the permitted tensile stress is 102 MPa?
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