Understanding Stress: 75/Area vs 125/Area and (QA)

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Discussion Overview

The discussion centers on the determination of normal stress in a mechanical context, specifically why one load (75 lb) is considered for normal stress while another load (125 lb) is not. The conversation also touches on the meaning of the notation (QA).

Discussion Character

  • Technical explanation, Debate/contested

Main Points Raised

  • One participant questions why the normal stress is calculated as 75/Area instead of 125/Area, seeking clarity on the selection process.
  • Another participant suggests that more context is needed to provide a definitive answer.
  • A different participant provides a link to the problem and its solution, indicating that the initial poster may have overlooked it.
  • It is asserted that the 75 lb load acts along the y axis and contributes to axial stress, while the 125 lb load acts along the x axis and produces bending and shear stresses, but not axial stresses.
  • Some participants reiterate that the loads are not acting along the same axis.

Areas of Agreement / Disagreement

Participants generally agree that the loads are not acting along the same axis, but there is no consensus on the implications for stress calculation or the meaning of (QA).

Contextual Notes

The discussion lacks detailed context regarding the specific mechanical system being analyzed, which may affect the interpretation of stress contributions from the loads.

Solidsam
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The problem

Why is the normal stress 75/Area and not 125/Area. They are both acting on the same axis so how do I know which one to choose?

And what does (QA) mean?
 
Last edited:
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hard to say without more context.
 
I linked the problem and how it's solved, you must have missed it so here it is again
BNJJF.png
 
The 75 and 125 lb loads are not acting along the same axis. The 75 lb load is in the direction of the y axis, and the 125 pound load is along the x axis. Only the 75 pound load contributes to the axial stress along the shaft. The 125 pound load produces bending and shear stresses, but not axial stresses.
 
They're not acting along the same axis.
 

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