Misinterpretation of Mohr's Circle Rotation Formula?

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The discussion revolves around a misunderstanding of the Mohr's Circle rotation formula, specifically regarding the calculation of shear stress (τx'y'). The original poster calculated a negative value of -41.3 instead of the expected positive 41.3, leading to confusion about where the error occurred. They referenced a specific formula from a linked resource but were unable to identify their mistake despite multiple checks. Other participants suggested looking for similar threads for potential solutions but did not provide direct assistance. The conversation highlights the challenges in applying the transformation equations correctly in this context.
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Homework Statement


for the τx'y' , i use the formula of -0.5(σx - σy)sin2θ + τxycos2θ , i found the ans is -41.3 rather than positive 41.3 , which part of my working is wrong? or I misunderstood something?

Homework Equations

The Attempt at a Solution

 

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here's the formula:
 

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after checking many times, I still couldn't find out the mistake
 
anyone can help ?
 
bump
 
or it's wrong to use the transformation equation to do this question?
 
Unfortunately, it seems that you are not getting a response at the moment.

Have you looked at the "similar" threads listed at the foot of this page, to see whether something similar may have previously been discussed? Sometimes one can be lucky!
 
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NascentOxygen said:
Unfortunately, it seems that you are not getting a response at the moment.

Have you looked at the "similar" threads listed at the foot of this page, to see whether something similar may have previously been discussed? Sometimes one can be lucky!
Which thread?
 
  • #10
chetzread said:
Which thread?
You don't see links to some past threads when
you scroll way down below here [emoji652]
 
  • #11
NascentOxygen said:
You don't see links to some past threads
way down here [emoji652]
no, i don't think i can find the answer for this question in other thread,can you help?
 
  • #12
I have also used sin2(-θ) and cos2(-θ) instead of sin2(θ) and cos2(θ), but i still couldn't find the answer same as the author , which part of my working goes wrong
?
 
  • #13
chetzread said:
can you help?
The topic is one I know nothing about, I'm sorry.
 
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  • #14
NascentOxygen said:
The topic is one I know nothing about, I'm sorry.
ok , anyone else can help ?
 
  • #15
bump
 
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