Applied Statics and Strength of Materials (6th Edition)
Applied Statics and Strength of Materials (6th Edition)
6th Edition
ISBN: 9780133840544
Author: George F. Limbrunner, Craig D'Allaird, Leonard Spiegel
Publisher: PEARSON
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Chapter 19, Problem 19.22SP

Calculate the minimum main plate thickness for the joint of Problem 19.4 so that the plates, which are 7 in wide, will have a capacity equal to the shear capacity of the 7 8 in. -diameter A325-N high-strength bolts in standard holes The plates are equivalent to A992 steel

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3. An M16 x 2 bolt with a slotted hex nut is used to clamp together two 25 mm steel plates. The joint is assembled with a size 16 N washer underneath the bolt head. The bolt is a 5.8 class metric grade, with a proof strength of 380 MPa. The joint is intended to be permanent. Determine a suitable length for the bolt, rounded up to the nearest standard size in millimeters. Calculate the bolt stiffness, the elongation of the bolt after the necessary preload is developed, and the bolt torque required to apply the preload. Assume that coefficients of friction between the bolt, nut, and collar are all ~0.15. For steel, use E = 207 GPa. Standard threaded fastener lengths, dimensions of hexagonal nuts, and dimensions of metric plain washers are provided in the textbook appendices.
Calculate the riveted joints, find its efficiency and draw a suitable sketch. Thickness of the plates – t, mm is 12 Width of the plates – b, mm is 150 Load – P, kN is 20 Note. Choose a suitable material, determine its tearing stress. Take permissible shearing stress  - teta=0.7sigmat ; Permissible crushing stress - sigmac=1.5sigmat ;
Design a single riveted lap joint to connect two mild steel plates, 14.5 mm thick, the joint being designed for maximum efficiency. The allowable stresses are σt = 55 N/mm2 , = 32.5 N/mm2 and σc = 63.5 N/mm2 . Also calculate the minimum force per pitch which will rupture the joint

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Applied Statics and Strength of Materials (6th Edition)

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