Modulus of elasticity, problem. Graph and table.

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The discussion centers on calculating Young's modulus of elasticity for 0.1% carbon steel using data from a tensile test. The user has provided specific values for yield force, area, and length increase but is struggling to achieve a result that aligns with the typical modulus value for the material. The calculated modulus is significantly lower than the expected value, leading to confusion about potential errors in the calculations. A suggestion is made to include units at every calculation step for clarity and to verify the original length measurement, questioning if it was 50mm instead of 50cm. The conversation emphasizes the importance of accuracy in measurements and calculations when determining material properties.
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Attached is the graph and small part of table that i have chosen from the elastic range (first column extension, second column load) from a tensile test. I am trying to calculate youngs modulus of elasticity but can't seem to get a figure close to that of the common figure for the material

Material 0.1% carbon steel
Area = 20 x 10-6m2
Yield force = 6009N
Length increase at yield force = 0.537mm = 0.000537m
Original length = 50.mm = 0.05m


E = σ/ε

E = (6006/20x10-6) / (0.000537/0.05)
E = 27.96 x 109
Typical value = 207 x 109

Iv obviously went very wrong somewhere but i don't know where

Thanks
 

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For a start, send again but include the units at every step (as is good practice).
 
Are you certain that the original length of the wire was 50mm and not 50cm?
 

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