SOLVE WITHOUT ARTIFICIAL INTELLIGENCE Problem 01:Knowing that the structural elements subjected to tension will be made of round1018 steel, determine the diameter for which the normal stress is 1250 Kg/cm² inthe elements "E-G" and "F-H".150kbA50 6.3MD150k50kb.EF50kb.3M3M.Б4MH

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Answered: Problem 01: Knowing that the structural…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

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Three interconnected cylindrical members are subjected to axial loads as shown below. If the allowable axial stresses are 140 MPa in the steel, 75 MPa in the brass, and 90 MPa in the aluminum, determine the required diameters of each the cylindrical bars. B Brass Aluminum D A Steel 270 kN 245 kN 200 kN -225 kN 0.5 m 0.5 m 0.5 m
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1200 N 2. For the bone shown to the left, assume the cross-section at C can be approximated as annular, with an outer diameter of 25mm. When the 1200 N forces are applied, the average normal stress in the bone at point C is determined to be 3.80 MPa. Determine the inner diameter of the bone cross section at C. Ans: d; = 14.93 mm 4 in. P 3 in. В 1200 N 8 in.
The turnbuckles in the diagram shown are tightened until the compression block DB exerts a force of 12,365lb on the beam at B. Member DB is a hollow shaft with an inner diameter of 1.0 inch and outer diameter of 2 inches. Rods AD and CD each have cross-sectional areas of 1.1 square inches. Pin C has a diameter of 0.78 inch. Determine the following: a.The axial stress, in psi, in BD. b.The axial stress, in psi, in CD.c.The shearing stress, in psi, in pin C.
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#3 handwritten then box the final answers
Three forces, each of magnitude P = 3 kN, are applied to the structure shown. Determine the cross-sectional area of the uniform portion of rod BE for which the normal stress in that portion is +100 MPa. The cross-sectional area of the uniform portion of rod BE is mm2.
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Problem 01: Knowing that the structural elements subjected to tension will be made of round 1018 steel, determine the diameter for which the normal stress is 1250 Kg/cm² in the elements "E-G" and "F-H". 150kb A 50 6. 3M D 150k 50kb. E F 50kb. 3M 3M. Б 4M H