2014-T6 Aluminum A 304 Stainless steet C 86100 Bronze 1. The assembly shown here has diameters 5 ft along AB, 3 ft along BC and 1.5 ft along CD. It is securely fixed at its ends when its temperature is 75 °F. Section lengths; LAB = 4 ft, Lac = 6 ft, LCD = 4 ft. 1(a) () Sketch neat and well-labeled free body diagrams to show the internal loadings in each section. Determine the equilibrium equation required to evaluate the reactions at the end supports. 1(b) () Sketch neat well-labeled free body diagrams of each section showing the elongations and contractions on each section of the member. D 1(c) () Using the free body diagrams of 1(b) above, develop the compatibility equation required t determine the normal (axial) reaction on the member. Calculate this normal internal force when the temperature reaches 100 °F. 1(d) (0) Determine the average normal stress in each section.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Please help ASAP. Help for parts A-B will upload for the other part. Provide Free Body Diagram, labeled with appropriate quantities to better understand. Also solve. Thank you.
2014-T6 Aluminum
304 Stainless
steel-
1.
The assembly shown here has diameters 5 ft
along AB, 3 ft along BC and 1.5 ft along CD. It is
securely fixed at its ends when its temperature is 75 °F.
Section lengths; LAB = 4 ft, LBC = 6 ft, LCD = 4 ft.
1(a) () Sketch neat and well-labeled free body diagrams to show the internal loadings in each
section. Determine the equilibrium equation required to evaluate the reactions at the end supports.
1(b)
Sketch neat well-labeled free body diagrams of each section showing the elongations and
contractions on each section of the member.
C 86100 Bronze
D
1(c) () Using the free body diagrams of 1(b) above, develop the compatibility equation required to
determine the normal (axial) reaction on the member. Calculate this normal internal force when the
temperature reaches 100 °F.
1(d) (0) Determine the average normal stress in each section.
Transcribed Image Text:2014-T6 Aluminum 304 Stainless steel- 1. The assembly shown here has diameters 5 ft along AB, 3 ft along BC and 1.5 ft along CD. It is securely fixed at its ends when its temperature is 75 °F. Section lengths; LAB = 4 ft, LBC = 6 ft, LCD = 4 ft. 1(a) () Sketch neat and well-labeled free body diagrams to show the internal loadings in each section. Determine the equilibrium equation required to evaluate the reactions at the end supports. 1(b) Sketch neat well-labeled free body diagrams of each section showing the elongations and contractions on each section of the member. C 86100 Bronze D 1(c) () Using the free body diagrams of 1(b) above, develop the compatibility equation required to determine the normal (axial) reaction on the member. Calculate this normal internal force when the temperature reaches 100 °F. 1(d) (0) Determine the average normal stress in each section.
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