should assume both materials exhibit linear elastic behaviour. The concrete cracks in tension at 5.75 MPa. The RHS is used as a beam, bending about the horizontal axis. Question 17 Question G1 Transform the material to be all steel. What is the second moment of area of the transformed section about the horizontal centroidal axis (in mm²) ? Ignore the effect of the corner radii between the flange and web (ie assume all intersections are perfect right angles). You will not be able to enter your answer using exponential powers of 10 - eg if the answer is 3.456 x 106 you would need to enter 3456000. Question 18 Question G2 What positive bending moment (in kNm) would make the concrete crack in tension? Question 19 Question G3 What is the maximum tension stress in the steel (in MPa) when the concrete cracks? Question 20 Question G4 Now consider a different bending moment that creates a maximum tension stress of 15 MPa in the steel. What is the maximum tensile strain (in microstrain) in the concrete?

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Please explain

Part G
dG = 160 mm
tG = 9 mm
Part G-There are 5 questions in this part
Refer to your email from Tim which defined values of the different variables for a rectangular
hollow section, with outer external sides 2dc (height in mm) x de (width in mm), and thickness to (in
mm).
You should assume all corners are perfectly square.
The RHS is made from steel (E, = 200000 MPa), and is filled with concrete (E = 25000 MPa). You
should assume both materials exhibit linear elastic behaviour. The concrete cracks in tension at
5.75 MPa.
The RHS is used as a beam, bending about the horizontal axis.
Question 17
Question G1
Transform the material to be all steel.
What is the second moment of area of the transformed section about the horizontal centroidal
axis (in mm4) ?
Ignore the effect of the corner radii between the flange and web (ie assume all intersections are perfect
right angles).
You will not be able to enter your answer using exponential powers of 10 - eg if the answer is 3.456 x
106 you would need to enter 3456000.
Question 18
Question G2
What positive bending moment (in kNm) would make the concrete crack in tension?
Question 19
Question G3
What is the maximum tension stress in the steel (in MPa) when the concrete cracks?
Question 20
Question G4
Now consider a different bending moment that creates a maximum tension stress of 15 MPa in the
steel.
What is the maximum tensile strain (in microstrain) in the concrete?
Transcribed Image Text:Part G dG = 160 mm tG = 9 mm Part G-There are 5 questions in this part Refer to your email from Tim which defined values of the different variables for a rectangular hollow section, with outer external sides 2dc (height in mm) x de (width in mm), and thickness to (in mm). You should assume all corners are perfectly square. The RHS is made from steel (E, = 200000 MPa), and is filled with concrete (E = 25000 MPa). You should assume both materials exhibit linear elastic behaviour. The concrete cracks in tension at 5.75 MPa. The RHS is used as a beam, bending about the horizontal axis. Question 17 Question G1 Transform the material to be all steel. What is the second moment of area of the transformed section about the horizontal centroidal axis (in mm4) ? Ignore the effect of the corner radii between the flange and web (ie assume all intersections are perfect right angles). You will not be able to enter your answer using exponential powers of 10 - eg if the answer is 3.456 x 106 you would need to enter 3456000. Question 18 Question G2 What positive bending moment (in kNm) would make the concrete crack in tension? Question 19 Question G3 What is the maximum tension stress in the steel (in MPa) when the concrete cracks? Question 20 Question G4 Now consider a different bending moment that creates a maximum tension stress of 15 MPa in the steel. What is the maximum tensile strain (in microstrain) in the concrete?
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