R The 30-mm-diameter A992 steel rod is subjected tothe londing shown. Determine the displacement of end C.30 KN90 kN30kNmm-0 mm-

Given data: *The young’s modulus of the A992 steel is E=2×109 N/m2. *The length of the section AB is…

Answered: R The 30-mm-diameter A992 steel rod is…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Hello expert. I don't actually need the answer in the problem. What I want to know is if it's okay to answer this problem in deformable bodies considering that it is not in equilibrium? I just want to know if we don't need an equilibrium in deformable to solve this problem? Thank you
The 10-mm-diameter bolt is made of an aluminum alloy. It fits through a magnesium sleeve that has an inner diameter of 15 mm and an outer diameter of 25 mm. The original lengths of the bolt and sleeve are 80 mm and 50 mm, respectively. If after the nut on the bolt is tightened the tension in the bolt is 10 kN, determine the change in dimension of the cross-section of the bolt and the sleeve. Assume the material at A is rigid. E = 70 GPa, Emg = 45 GPa, Ga = 26 GPa, Gmg = 17 GPa.
9-1. The A992 steel rod is subjected to the kading shown. If the cross-sectional area of the rod is 80 mm.determine the displacement of 8 and A. Neglect the size of the couplings at 8 and C. 1.30m EN 6 KN 5 kN 5 kN "10 KN
Please solve it , Will upvote. Thanks
The bar is made of a 2014-T6 aluminum alloy. Determine its smallest thickness b if its width is 5b. Assume that it is pin connected at its ends.
The steel members are pinned at points A, B, and C and are joined by joint D as shown. If the ultimate load capacity of each is 30 kN and are identical of material and cross section, A C 70 35 P. Determine the maximum stress (MPa) of bar AD if its cross section is 600 mm Select the correct response: O 81.92 50.00 O17.10 O30.50
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A uniform load of 8 kN/m acts on segment BC of the rigid beam shown. The beam is supported by a steel rod BD having a cross sectional area of 200 mm2. Determine the vertical displacement of the beam at C after the distributed load is applied. For steel, E = 200 GPa. Neglect the weight of the beam. Express your answer in mm.
75 kN rod in shape AAB= 600 mm² ve ABc=AcD= 1200 mm2'lik Im 20 kN 20 kN It is made of two stages. Determine the displacement at end A (mm) E = 200GPA 0.75 m 40 kN 40 kN 0.5 m D Formüller: F.L AL = a.L.AT , AL = A.E F O =- A O =E.ɛ, &= %3D AV TL T.p V G.J J 6, =÷6, -v(0, +o,), o=-y, o =,=- M M F
The bar is made of a 2014-T6 aluminum alloy. Determine its smallest thickness b if its width is 5b. Assume that it is ixed connected at its ends
The linkage is made of three pin-connected A992 steel members, each having a diameter of 1 in. A horizontal force of P = 72 kip is applied to the end B of member AB. ▼ Part A Determine the displacement of point B. Use Est = 29.0(10³) ksi. Express your answer to three significant figures and include appropriate units. dB = μA Value Submit Request Answer Units 4 4 ft + 4 f + D 3A A- 6 ft
Determine the vertical displacement of point B. Each A-36 steel member has a cross- sectional area of 400 mm². Using Castigliano's Theorem. 30 kN -1.5 m- B 20 kN -1.5 m Figure 1 2m

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R The 30-mm-diameter A992 steel rod is subjected to the londing shown. Determine the displacement of end C. 30 KN 90 kN 30kN mm -0 mm-