Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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The built-up wooden beam shown is subjected to a vertical shear of 8 kN. The nails are spaced longitudinally every 60 mm at A and every 25 mm at B. (Given: Ix = 1.504 × 109 mm4)
Determine the shearing force in the nails at A. (Round the final answer to the nearest whole number.)
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- 1. The member BD is attached to a rod at B, to a hydraulic cylinder at C, and to a fixed support at D. The bolt used at D acts in double shear and is made from a steel for which the maximum allowable shearing stress is Tallow = 40 ksi. The rod AB is made of a steel for which the maximum allowable tensile stress is Oallow = 60 ksi. The upward hydraulic force applied at C is 12 kip. 1) Calculate the minimum diameter of the rod AB. 2) Calculate the minimum diameter of the bolt at D. B FAB 12 kip 8 in. FBDarrow_forwardThe cantilever beam AB will be installed so that the 60-mm side forms an angle β between 0 and 90° with the vertical. The 660-N vertical force P is applied at the center of the free end of the beam. Determine the value of β for which the normal stress at point a is a maximum and the corresponding value of that stress. (Round the final answer to two decimal places.)arrow_forwardWhen the force P reached 8 kN, the wooden specimen shown failed in shear along the surface indicated by the dashed line. Determine the average shearing stress along that surface at the time of failure.arrow_forward
- ! Required information Three boards are nailed together to form a beam that is subjected to a vertical shear. Knowing that the allowable shearing force in each nail is 110 lb, determine the allowable vertical shear if the spacing s between the nails is 7 in. Assume a=2 in, b=4.5 in and c=6.5 in. a S $ 2 in. The centroidal moment of inertia is given as | (in 4)arrow_forwardA 0.75" diameter solid steel shaft is connected by the steel bolted coupling shown. The maximum allowable shear stress in the steel is 18 ksi (shaft and bolts). The coupling consists of steel bolts that are 1/8" diameter and the bolt holes are equally spaced and centered on a 4" diameter circle (2" radius from the center of the shaft to the center of a bolt hole). Determine a) The maximum torque that the shaft can carry Ans: /,491"* b) The number of bolts required for the torque in part a). Assume the bolts fail by shearing at the coupling interface and the shear stress is uniform across the bolt's cross sectional area.arrow_forward
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