1. The tank shown is 24 inches long, has 8- inch mean diameter, 0.1-inch wall thickness, and cont...
2. For the box beam with loading shown, (a) determine the state of stress in the x-y plane at points A and B and indicate on square differential elements oriented with x and y; (b) represent the state of stress on Mohr's circle for both points and identify the principal stresses and maximum in- plane shear stress; (c) show the principal stress orientation of the reference frame by rotating the square differential element for both points. 1200 lb 800 lb...
A pressurized pipe with an outside diameter of 13.7 in, and a wall thickness of 0.3125 in. is subjected to an axial force of P = 26700 lb and a torque of T = 10000 lb-ft, as shown. If the internal pressure in the pipe is 200 psi, determine the principal stresses >n2), the maximum in-plane shear stress max, and the absolute maximum shear stress Tabs mar on the outside surface of the pipe Answers: II psi. pl psi p2...
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 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...
Problem 1. A 1 meter inner diameter steel pressure tank with 8 mm wall thickness is subject to a internal pressure of 1.5 MPa and due to the piping weight a torsion of 10 N.m is acting as shown in the figure. The length of the cylinder is 3 meters. Determine: The state of stress in the cylinder wall The state of stress if the normal Cartesian system is rotate 25° The principal stress and the principal angle. The maximum...
Problem 1. A I meter inner diameter steel pressure tank with 8 mm wall thickness is subject to a internal pressure of 1.5 MPa and due to the piping weight a torsion of 10 Nm is acting as shown in the figure. The length of the cylinder is 3 meters. Determine: The state of stress in the cylinder wall The state of stress if the normal Cartesian system is rotate 250 The principal stress and the principal angle. The maximum...
Problemw3: The cylinder has an inner diameter of 4 in and a wall thickness of 0.1 in. If it is subjected to an internal pressure of p 80 lb ft. 90 psi, axial load of F 700 Ib and a torque of T 14. The max. principal stress is A) 1188 B) 1209 C) 1443 psi. F) 2504 E)2034 F)2504 D) 890 E) 1017 F1205 D) 1800 E) 2034 15. The min. principal stress isps A) 1188 B) 1209 C)...
1. (15 points) The thin-walled pipe has an inner diameter of 0.5 in. and a thickness of 0.025 in. If it is subjected to an internal pressure of 200 psi and the axial tension and torsional loadings as shown, determine the state of stress at point A and sketch these stresses on element A. Extra Credit: What is the maximum in-plane shear stress in this element? 00 lb 100 lb 20 lb.ft 20 lb.ft
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
A cylindrical tank holding oxygen at 5000 kPa pressure has an outside diameter of 500 mm and a wall thickness of 10 mm. It has been determined that a critical point on the tank is subjected to the tensile stress of 465 MPa in x-direction, compressive stress of 350 MPa in y-direction and shearing stress of 600 MPa. By using Mohr’s Circle; Sketch the plane stresses element for the critical point. Determine the principal stresses and their locations. Determine the...