A thin cylinder of length 2.5m and diameter 1.0 m is made from 3mm steel plates. If a gas is filled in the cylinder at a pressure of 750 kN/m2 (gauge). Take E = 210 GPa and ν = 0.3 for steel, determine (i) the hoop stress and longitudinal stress in the wall of the cylinder (ii) the maximum shear stress in the plane of above two stresses (iii) change in diameter of cylinder due to the internal pressure of gas (iv) change in of the cylinder (v) change in volume of the cylinder
A thin cylinder of length 2.5m and diameter 1.0 m is made from 3mm steel plates. If a gas is filled in the cylinder at a pressure of 750 kN/m2 (gauge). Take E = 210 GPa and ν = 0.3 for steel, determine (i) the hoop stress and longitudinal stress in the wall of the cylinder (ii) the maximum shear stress in the plane of above two stresses (iii) change in diameter of cylinder due to the internal pressure of gas (iv) change in of the cylinder (v) change in volume of the cylinder
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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A thin cylinder of length 2.5m and diameter 1.0 m is made from 3mm steel plates. If
a gas is filled in the cylinder at a pressure of 750 kN/m2
(gauge). Take E = 210 GPa
and ν = 0.3 for steel, determine
(i) the hoop stress and longitudinal stress in the wall of the cylinder
(ii) the maximum shear stress in the plane of above two stresses
(iii) change in diameter of cylinder due to the internal pressure of gas
(iv) change in of the cylinder
(v) change in volume of the cylinder
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