An AISI 1050 HR solid tube of 20mm diameter is acted by force F1 = IkN, and force F2 of 2kN. The tube is welded to a larger round base by 3mm fillet weldment, the base is connected to the ground base (shown in gray color) by means of four bolts M8x1.25mm (property class of 4.8)). The bolts are evenly distributed at 20mm away from the center of the tube. R=100 F1 120 R=100 120. F2 D =20 120 R=3 D =60 40 Dimensions are in mm Perform the following the following: 1- Find the state of stress for the most critical point on the assembly and build the mohr's circle.

Mechanics of Materials (MindTap Course List)
9th Edition
ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
Publisher:Barry J. Goodno, James M. Gere
Chapter1: Tension, Compression, And Shear
Section: Chapter Questions
Problem 1.10.11P: A pressurized circular cylinder has a sealed cover plate fastened with steel bolts (see figure). The...
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An AISI 1050 HR solid tube of 20mm diameter is acted by force F1 = IkN, and force F2 of
2kN. The tube is welded to a larger round base by 3mm fillet weldment, the base is connected to
the ground base (shown in gray color) by means of four bolts M8x1.25mm (property class of
4.8)). The bolts are evenly distributed at 20mm away from the center of the tube.
R=100
F1
120
120.
F2
R=100
D =20
120
R=3
D =60
40
Dimensions are in mm
Perform the following the following:
1- Find the state of stress for the most critical point on the assembly and build the mohr's
circle.
Solve question 1
Transcribed Image Text:An AISI 1050 HR solid tube of 20mm diameter is acted by force F1 = IkN, and force F2 of 2kN. The tube is welded to a larger round base by 3mm fillet weldment, the base is connected to the ground base (shown in gray color) by means of four bolts M8x1.25mm (property class of 4.8)). The bolts are evenly distributed at 20mm away from the center of the tube. R=100 F1 120 120. F2 R=100 D =20 120 R=3 D =60 40 Dimensions are in mm Perform the following the following: 1- Find the state of stress for the most critical point on the assembly and build the mohr's circle. Solve question 1
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