Determine the stress in the walls of a cylindrical tank 3.6 m high, 1 m indiameter, 10 mm thick. It is totally filled with three liquids having unit weightof 9.81 KN/m?, 19.62 KN/m?, and 29.43 KN/m³, respectively, having equal adepth of 1.20 m.hint:And for pressure, we have to get the MAXIMUM PRESSUREIAnd the maximum pressure occurs at the bottom of the tank.To solve for pressure at the bottom of the tank, the equation is: p = yM.The pressure at the bottom of the tank which is filled with different liquids is:Pbottom = P1 + P2 + P3

Stress in the walls of the cylindrical tank will be given by calculating the hoop stress. Hoop…

Determine the stress in the walls of a cylindrical tank 3.6 m high, 1 m in diameter, 10 mm thick. It is totally filled with three liquids having unit weight of 9.81 KN/m, 19.62 KN/m³, and 29.43 KN/m?, respectively, having equal a depth of 1.20 m.

Determine the stress in the walls of a cylindrical tank 3.6 m high, 1 m in diameter, 10 mm thick. It is totally filled with three liquids having unit weight of 9.81 KN/m, 19.62 KN/m³, and 29.43 KN/m?, respectively, having equal a depth of 1.20 m.

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Pressure and Stress

Question

Determine the stress in the walls of a cylindrical tank 3.6 m high, 1 m in
diameter, 10 mm thick. It is totally filled with three liquids having unit weight
of 9.81 KN/m?, 19.62 KN/m?, and 29.43 KN/m³, respectively, having equal a
depth of 1.20 m.
hint:
And for pressure, we have to get the MAXIMUM PRESSUREI
And the maximum pressure occurs at the bottom of the tank.
To solve for pressure at the bottom of the tank, the equation is: p = yM.
The pressure at the bottom of the tank which is filled with different liquids is:
Pbottom = P1 + P2 + P3

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