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SIT 3. A compressed-air tank is supported by two cradles as shown. One of the cradles...
Please show all work thank you! The pressure tank shown below can be considered to be...
Please show all work thank you!
The pressure tank shown below can be considered to be a thin walled cylindrical tank with spherical end caps. It has a diameter of 5.000 feet, with a cylindrical wall thickness of 0.5000 inches and has spherical end caps. Find the thickness of the spherical end caps, so that they have the same maximum stress in the metal as the maximum stress in the cylindrical wall. The same type of metal will be the...
Q2. Figure Q2 shows a cylindrical pressure vessel made by welding semi-spherical caps to a cylindrical...
Q2. Figure Q2 shows a cylindrical pressure vessel made by welding semi-spherical caps to a cylindrical body. The cylindrical part has inner diameter Di = 1.8 m and the wall thickness, t, is uniform and equal to 6 mm. The internal pressure is p = 1.5 MPa. d) What is the value of a force F, applied in the direction of the axis of the cylinder which would make the direct stress in longitudinal direction, in the cylinder wall, one...
The thin-walled cylinder can be supported in one of two ways as shown in the figure...
The thin-walled cylinder can be supported in one of two ways as
shown in the figure below. Determine the state of stress in the
wall of the cylinder for both cases if the piston P causes the
internal pressure to be 62 psi . The wall has a thickness of 0.25
in. and the inner diameter of the cylinder is 8 in. (Figure 1)
A. Determine the hoop stress in the left cylinder in the
figure.
B. Determine the longitudinal...
- 3. A propane storage tank is constructed by welding two hemispherical end caps onto a...
- 3. A propane storage tank is constructed by welding two hemispherical end caps onto a cylindrical main body. The cylindrical body is manufactured from a helical welded pipe which has an outside diameter of 750 mm and a wall thickness of 6 mm. The tank is designed to hold gas at an internal gauge pressure of 6 MPa. a) Draw the Mohr’s circle and determine the normal and shear stresses on the weld in the cylindrical main body portion...
1) A spherical storage tank, shown to the right, has an outer diameter of 20 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
Could you solve the above questions in the photo? H7102 PRINCIPLES AND APPLICATIONS OF STRENGTH OF...
Could you solve the above questions in the photo?
H7102 PRINCIPLES AND APPLICATIONS OF STRENGTH OF MATERIALS Q2. Figure Q2 shows a cylindrical pressure vessel made by welding semi-spherical caps to a cylindrical body. The cylindrical part has inner diameter Di = 1.8 m and the wall thickness, t, is uniform and equal to 6 mm. The internal pressure is p = 1.5 MPa. a) Determine the maximum and minimum direct stresses in the cylinder wall. What is their direction?...
The compressed-air tank has an inner radius r and uniform wall thickness t. The gage pressure...
The compressed-air tank has an inner radius r and uniform wall thickness t. The gage pressure inside the tank is p and the centric axial load F is applied at the end cap. Use p = 1366 kPa, F = 14 kN, t= 12 mm and r = 192 mm. u x ІН F Matlab Mathematica Python R p = 1366; % kPa F = 14; % KN t = 12; % mm r = 192; % mm sigmay =...
Please show all work thank you!
The pressure tank shown below can be considered to be a thin walled cylindrical tank with spherical end caps. It has a diameter of 5.000 feet, with a cylindrical wall thickness of 0.5000 inches and has spherical end caps. Find the thickness of the spherical end caps, so that they have the same maximum stress in the metal as the maximum stress in the cylindrical wall. The same type of metal will be the...
Q2. Figure Q2 shows a cylindrical pressure vessel made by welding semi-spherical caps to a cylindrical body. The cylindrical part has inner diameter Di = 1.8 m and the wall thickness, t, is uniform and equal to 6 mm. The internal pressure is p = 1.5 MPa. d) What is the value of a force F, applied in the direction of the axis of the cylinder which would make the direct stress in longitudinal direction, in the cylinder wall, one...
The thin-walled cylinder can be supported in one of two ways as
shown in the figure below. Determine the state of stress in the
wall of the cylinder for both cases if the piston P causes the
internal pressure to be 62 psi . The wall has a thickness of 0.25
in. and the inner diameter of the cylinder is 8 in. (Figure 1)
A. Determine the hoop stress in the left cylinder in the
figure.
B. Determine the longitudinal...
- 3. A propane storage tank is constructed by welding two hemispherical end caps onto a cylindrical main body. The cylindrical body is manufactured from a helical welded pipe which has an outside diameter of 750 mm and a wall thickness of 6 mm. The tank is designed to hold gas at an internal gauge pressure of 6 MPa. a) Draw the Mohr’s circle and determine the normal and shear stresses on the weld in the cylindrical main body portion...
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
Could you solve the above questions in the photo?
H7102 PRINCIPLES AND APPLICATIONS OF STRENGTH OF MATERIALS Q2. Figure Q2 shows a cylindrical pressure vessel made by welding semi-spherical caps to a cylindrical body. The cylindrical part has inner diameter Di = 1.8 m and the wall thickness, t, is uniform and equal to 6 mm. The internal pressure is p = 1.5 MPa. a) Determine the maximum and minimum direct stresses in the cylinder wall. What is their direction?...
The compressed-air tank has an inner radius r and uniform wall thickness t. The gage pressure inside the tank is p and the centric axial load F is applied at the end cap. Use p = 1366 kPa, F = 14 kN, t= 12 mm and r = 192 mm. u x ІН F Matlab Mathematica Python R p = 1366; % kPa F = 14; % KN t = 12; % mm r = 192; % mm sigmay =...
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