300 mm²P=200 kN200 mm 200 mm400 mm²-250 mmE=123 x 10³ N/mm²(1 kN = 1000 N)Figure 2X QUESTION 2Consider the bar in Figure 2 loaded as shown. Determine the nodal displacements, stress ineach element and support reaction.

Given:To find:(a) Nodal displacements.(b) Stress in each element.(c) Support reaction.

Answered: Consider the bar in Figure 2 loaded as…

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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Problem B-1 [Statically Indeterminant Problem – Axial Loading] A solid circular composite bar (made of aluminum in segment AB, steel in segment BC and Brass in Segment CD) is fixed to two rigid walls without any initial internal stresses. If two axial loads FB = 200 kN and Fc=100 kN are applied to the bar at locations B and C, respectively, as shown in the figure, determine the normal stress developed in the axial direction of each segment of the bar. C A В Aluminum Steel Brass FB= 200 kN Fc=100 kN LẠI = 250 mm AA= 400 mm² EA = 60 GPa Ls = 200 mm Ast = 600 mm² Est = 200 GPa LBr = 200 mm Авг 2000 mm? EBr = 80 GPa Note: the length (L), cross sectional area (A) and Young's modulus (E) of the three segments are given in the figure, respectively. Upload Choose a File
The part shown is loaded at point C with 290 N in the positive x direction and at point E with 200 N in the positive y direction. The diameter of the bar ABD is 12 mm. Evaluate the likelihood of failure in section AB. 55 dia, d B Q ********* where P= 290 N, Q = 200 N, and d = 12 mm NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part.
How do I solve this in steps. And what main equations do I use? Thanks
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this is about thermal stress
3 Solve it, and draw a free body diagram.
Fined the stress in each segment and the displacement in each segment
Answer is Not 43,-1 and 22.
I neeed typing clear

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Consider the bar in Figure 2 loaded as shown. Determine the nodal displacements, stress in each element and support reaction.