Structural Analysis
6th Edition
ISBN: 9781337630931
Author: KASSIMALI, Aslam.
Publisher: Cengage,
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- Problem 1 A spherical gas tank has an inner radius of r = 1.5 m. Part A If it is subjected to an internal pressure of p = 210 kPa, determine its minimum required thickness if the maximum normal stress is not to exceed 12 MPa. Express your answer to three significant figures and include the appropriate units. ANSWER: t =arrow_forwardA spherical balloon with an outer diameter of 490 mm and thickness 0.3 mm is filled with a gas. Calculate maximum permissible pressure (in kPa) in the balloon if the allowable normal strain at the outer surface of the balloon is 0.1. Assume E = 4 MPa and v = 0.47. (Assume that the given radius or diameter is an inside dimension and that all internal pressures are gage pressures.) kPaarrow_forwardA plate 0.05 mm distant from a fixed plate moves at 1.2 m/sec and requires a shear stress of 2.2 N/m² to maintain this velocity. Find the viscosity of the fluid between the plates.arrow_forward
- USE UNIT CANCELLATION AS WELL AS A STEP BY STEP SOLUTION. ANSWERS MUST BE IN 4 DECIMAL PLACES INUDING THE FINAL ANSWERS. At a depth of 7 km in the ocean, the pressure is 71.6 MPa. Assume a specific weight at the surface of 10.05 kN/m and an average bulk modulus of elasticity of 2.34 GPa for that pressure range. Find (a) the change in specific volume between the surface and 7 km in ft³/lb; (b) the specific volume at 7 km in ft³/lb, (c) the specific weight at 7 km in lbf/ftarrow_forwardProblem : Pressure vessel made of alloy steel with Yield Strength of 250 MPa, Pressure acting on Pressure Vessel = 10 Atmosphere. Longitudinal Stress (σL) = 200 MPa. Hooke's Law (E) = 150 MPa. Radial Stress (σR) = -50. Question :a) How thick is the pressure vessel if the Inner Diameter is D = 2 Meters?b) Check whether the pressure vessel is safe or not? Given data: - The yield strength of the pressure vessel is σy = 250 MPa.The inner diameter of the vessel is d = 2 m.The pressure acting in the vessel is P = 10 Atm.The longitudinal stress is σL = 200 MPa.Hooke's Law (E) = 150 MPaThe radial stress is σR = -50 MPa.arrow_forwardA cylindrical tank holding oxygen at 1,523 kPa pressure has an outside diameter of 432 mm and a wall thickness of 11 mm. Compute the longitudinal stress (in MPa) in the wall of the cylinder.arrow_forward
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