Question 8. Section 2-3 Shear Stresses 6. In the bolted connection of Fig. 2-8, assume that...
please help solve these problems Section 19.4 High-Strength Bolted Connections 19.1 Compute the allowable tensile load for the single-shear lap joint shown. The plates are ASTM A36 steel and the high-strength bolts are g-in.-diameter A325 bolts in stan- dard holes. Assume a bearing-type connection with threads excluded from the shear plane (A325-X) 19.2 Rework Problem 19.1 assuming a bearing-type connection with bolt threads in the shear plane (A325-N). Section 19.4 High-Strength Bolted Connections 19.1 Compute the allowable tensile load for...
9-13 Stresses and Strains 237 Hex bolt head Hex bolt head Bolt shank 6000 t Problem 9-12 9-12. The -in-diameter bolt shown is subjected to a 6000-b 920 A stel rod 10 ft long is made up of two 5 ft lengths, one tensile load. The bolt passes through a -in-thick plate Computein in diameter and the other j in. in diameter. How much will the bar elongate when subjected to an axial tensile load of (a) the tensile stress...
follow australian codes (a) The rigid bolted connection shown in Figure 4 is used to transmit a total vertical load of 350 kN applied as shown. Two bracket plates are connected to the flanges of the I section using the bolt groups (refer figure 4) and hence, the bolts are loaded in- plane. Determine if the bolted connection shown in Figure 4 can safely support the applied load (use cl. 9.4.1 AS4100 1998). The bolts are M20 of 8.8S grade...
Standard design practice, as exhibited by the solutions to Probs. 8-66 to 8-70, is to assume that the bolts, or rivets, share the shear equally. For many situations, such an assumption may lead to an unsafe design. Consider the yoke bracket of Prob. 8-61, for example. Suppose this bracket is bolted to a wide-flange column with the centerline through the two bolts in the vertical direction. A vertical load through the yoke-pin hole at distance B from the column flange...
True of False 1.If a material point has three principal stresses ?1 = ?2 = ?3 = 300????, then the maximum shear stress is ???? = 150????. 2.The endurance limit of a material is independent on the size of a part. 3.The tensile stress in a bolt is usually calculated through tensile force divided by area of unthreaded rod’s cross-section area. 4.Edge shear-out or tear-out is one failure mode in bolted or riveted joints. 5.Pretension of bolts can be controlled...
ein (2) Three identical bolts are used in the connection shown and the thickness of the center plate is t = 18 mm. The ultimate shear stress in the bolts is 320 MPa and the ultimate bearing stress in the plate is 350 MPa. Determine the minimum bolt diameter required to support an applied load of P= 180 kN for a factor of safety of 2.5. Ans: 23.8 mm Р
Solve question no 2 using fig 2 ignore all others questions stresses at it cornics A 2 For the beam section (shown in Fig. 2) calculate and plot shear stresses in the flanges and webs when a vertically downward shear force of 25kN is applied at the section. Also locate the shear centre for this42. section 3 A W-section, used as a column, supports an axial load of 280kN and an eccentric load P at e-200 mm along the minor...
IF-1250 lb LI The bracket is to be bolted to a vertical face by means 3/8-16UNC-2A SAE Grade 5 bolts. The bolts are preloaded to 90 percent of the proof load. The joint constant, C, is equal to 0.173. Compute the maximum tension stress in the bolts and identify which bolt(s) in which it will occur. Compute the factor of safety for the most severely load fastener taking into account combined tension and shear.
3. A C 9x15 is to be used as a tension member. The channel is bolted to a 5/8 in gusset plate with 7/8 inch diameter, A307 bolts. The tension member is AS72 Grade 50 steel and the gusset plate is A36. Follow Figure 3. (a) Check all spacing and edge distance irements; (b) Compute the design strength based on shear and bearing; and (c) Compute the allowable strength based on shear and bearing. 23" 3" 3" С 9x 15...
Could anyone please help me with Problem #1.1 based on the cross-section given in Problem #6.5? Thank you so much! 1.1 A simply supported 5-m beam, with the cross section shown in Text Problem 6.5, supports a uniformly distributed load. Determine the maximum required strength per unit length (longitudinal shear flow) at the 12 mm x 175 mm plate-W250x44.8 section bolted connection interface for the beam to develop its maximum moment. Assume the maximum allowable tensile/compressive stress in the steel...