Finding Young's Modulus for Normalized Steel: Experimental Results & Analysis

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The discussion revolves around the experimental determination of Young's modulus for normalized steel, with a reported value of 33 GPa, significantly lower than the expected 200 GPa. The user suspects inaccuracies in their data collection, noting that measurements were taken quickly and may not have been precise. Key advice includes ensuring that points are selected from the linear portion of the stress-strain curve and accurately calculating strain based on the original length of the test piece. The importance of correctly interpreting the force versus deformation graph is emphasized. Overall, the user is encouraged to review their methodology and calculations to identify potential errors.
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Homework Statement


I was given the problem to try experimentally find youngs modulus for normalized steel but when i did the equation the value i got was about 33 GPa. It is supposed to be around 200 isn't it? I cannot figure out what is wrong, am i missing something or is the measured data probably wrong? these values were all measured experimentally and in a bit of a hurry so it could be that, that is causing the problem, but i can't see howthe result could be thrown so off...

heres the data anyway

Test piece original length: 25mm
Diameter: 3.52mm -- cross sec area:9.73mm^2

and the graphs attached , looking at the one for normalized steel, but also tried it with tempered steel with similiarbad results

Homework Equations



Youngs modulus -> dStress/dStrain

The Attempt at a Solution



i took 2 points at x=1.28mm, y = 9600 N and x=1mm, y = 6000 N

[ (9600/9.73*10^-6) - (6000/9.73*10^-6) ] / [ (1.28/25) - (1/25) ] = 33.035 GPa

I know i probably didnt read the values off the graph very accurately but I didnt expect the answer to be so far off because of that.
 

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Clancy, welcome to PF! You have the right equation. The graph appears to be a plot of force vs. deformation. Did you interpret it correctly? Please show your work so someone can check your math.
 
Be sure to take points in the straightline section of the curves. This is where the definition Youngs modulus = dStress/dStrain is defined. I cannot see you have taken the correct points. Be sure to claculate strain with respect to its original length.
 
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