2. (15 points) A pressure cylinder with an outer diameter do = 200 mm and wall...
A pipe with an outside diameter of 150 mm and a wall thickness of 5 mm is subjected to the loadings shown in the figure below. P PO a For this analysis, use the following values: Distances, Loads, and Moments. a = 450 mm Px = 11.5 kN Py = 25.5 kN T = 15 kN-m (a) Calculate the maximum in-plane shear stress Tmax at point Hon the outer surface of the pipe if there is no internal pressure (i.e.,...
A thick-walled steel cylinder with internal diameter = 16 mm and external diameter = 24 mm is subjected to a gradually increasing internal pressure P. I. Using accurate formulation, determine the value of P and sketch the distribution of radial, tangential and maximum shear stresses when: a. The material of the cylinder first commences to yield. b. Yielding progressed to mid-depth of the cylinder wall (at D= 20 mm ). c. The material of the cylinder suffers complete collapse (fully...
A pipe with an outside diameter of 175 mm and a wall thickness of 6 mm is subjected to the loadings shown in the figure below. Р. H For this analysis, use the following values: Distances, Loads, and Moments. a = 400 mm Px = 40.5 kN Py = 68.5 kN T = 35 kN-m (a) Calculate the maximum in-plane shear stress Tmax at point Hon the outer surface of the pipe if there is no internal pressure (i.e.,p-OkPa). (Note:...
1) A spherical storage tank, shown to the right, has an outer diameter of 20 ft. and a wall thickness 7/16 in. The internal pressure in the tank is 75 psi. Draw Mohr's circle for this problem (including the "3D" Mohr's circle). Determine the maximum normal stress and the maximum shear stress. Ans: max = 10.248 ksi, Tmax = 5.124 ksi
The steel pipe AB has a 106-mm outer diameter and a 6-mm wall thickness. Knowing that arm CD is rigidly attached to the pipe, determine the principal stresses and the maximum shearing stress at point K 53 mm 6 mm 191 mm 9.2 kN 152 mm MPa MPa MPa ? max ?min
A pressure vessel of 12” outer diameter and 0.2” wall thickness is fabricated by welding plate in spiral into a cylinder that is 4 feet long. The gage pressure inside the vessel is 800 psi and 15 kip axial compression forces are applied to the rigid end caps. Determine the a) the principle stresses in the walls of the vessel, b) the maximum shear stress in the wall of the vessel (in or out of plane), c) the stress normal...
Problem 1. A cylinder subjected to internal pressure p, has an outer diameter of 400 mm and a wall thickness of 20 mm. The cylinder is made of a material with = 60 MPa.m1/2 and contains a radial crack in the longitudinal direction of depth 8 mm. Assuming a design factor na 1.5, determine the pressure which causes uncontrollable crack growth. r: σ ! 1+윽 | . Where, and, are wall's internal and external radii, respectively)
A pressurized pipe with an outside diameter of 13.1 in. and a wall thickness of 0.375 in. is subjected to an axial force of P = 34000 lb and a torque of T = 9400 lb-ft, as shown. If the internal pressure in the pipe is 260 psi, determine the principal stresses (Opl > 002), the maximum in-plane shear stress Tmax, and the absolute maximum shear stress tabs max on the outside surface of the pipe. Answers: Opl = i...
A compound vessel is obtained by shrinking an external cylinder of internal diameter equal to 200 mm and external diameter equal to 300 mm over a cylinder of internal diameter equal to 150 mm and external nominal diameter equal to 200 mm. Both cylinders are made of steel (E 205 Gpa) and an interference equal to 0.15 mm is used at the mating surface Calculate the radial and circumferential stresses at the inner and outer surfaces of the two cylinders,...
A pressurized pipe with an outside diameter of 11.35 in and a wall thickness of 0.375 in. is subjected to an axial force of P - 25700 lb and a torque of T = 10000 lb-ft, as shown. If the internal pressure in the pipe is 290 psi, determine the principal stresses (op 1>op 2 ), the maximum in-plane shear stresst max, and the absolute maximum shear stress tabs max on the outside surface of the pipe. Answers: Op 1...