Shear Force: Help with Question 2(b) - Mentor Note

AI Thread Summary
The discussion centers on a shear force question where the user is confused about the section between 3 > x > 4 and the origin of the value 8. A suggestion is made to perform basic calculations to determine the reactions at the ends of the beam, which would clarify the issue. The user eventually resolves their confusion but seeks further clarification on calculating the maximum bending moment. It is noted that locations where the shear force is zero correspond to points of local maximum or minimum bending moments. Understanding these relationships is crucial for solving shear force and bending moment problems effectively.
smr101
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< Mentor Note -- thread moved to HH from the technical engineering forums, so no HH Template is shown >[/color]

Hi, I'm having problems with the shear force question attached. I've attached the solution as well.

I'm looking at 2. (b), I have the 0 > x > 3 bit, but I'm struggling with the 3 > x > 4 section. Where is the 8 coming from?

Help is much appreciated
.
http://snag.gy/YnZBu.jpg

http://snag.gy/rcA39.jpg
 
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smr101 said:
< Mentor Note -- thread moved to HH from the technical engineering forums, so no HH Template is shown >

Hi, I'm having problems with the shear force question attached. I've attached the solution as well.

I'm looking at 2. (b), I have the 0 > x > 3 bit, but I'm struggling with the 3 > x > 4 section. Where is the 8 coming from?

Help is much appreciated
.
http://snag.gy/YnZBu.jpg

What calculations have you done to solve this problem? If you had done the basic calculations to determine the reactions at the ends of the beam, the answer to your question would become apparent.
 
SteamKing said:
What calculations have you done to solve this problem? If you had done the basic calculations to determine the reactions at the ends of the beam, the answer to your question would become apparent.
Yeah, thanks, I've worked it out. In regards to (e) how is the maximum bending moment calculated?

Thanks.
 
smr101 said:
Yeah, thanks, I've worked it out. In regards to (e) how is the maximum bending moment calculated?

Thanks.

Any location where the shear force is zero is also a location where the BM is either a local maximum or a local minimum.
 

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