Don't understand what the problem wants.

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The discussion revolves around a problem from an Intermediate Mechanics of Materials class involving a medium-carbon steel specimen. The user is confused about how to plot the engineering stress-strain diagram using two different scales for strain, particularly regarding the transition from elastic to plastic behavior. They express uncertainty about plotting stress versus strain for the plastic region due to a lack of elongation data, relying instead on changes in area. Clarification is sought on the meaning of using separate scales for the graph to enhance readability. The user also questions whether this topic is better suited for the Engineering section of the forum.
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Ok, this problem is from my Intermediate Mechanics of Materials class. Given are two tables for a specimen of medium-carbon steel with initial diameter 0.503 in and gauge length 2 in. The two tables are labeled "Elastic State" and "Plastic State".

The first table gives the Load vs. Elongation...Load ranging from 1,000 lbf to 9,200 lbf and Elongation ranging from 0.0004 into 0.0089 in.

The second table gives load vs. Area. Load ranging from 8,800 lbf to 14,800 lbf and Area ranging from 0.1984 in^2 to 0.1077 in^2.

The question is to plot the engineering stress-strain diagram using two scales for the unit strain (epsilon), one from zero to about 0.02 in/in and the other from zero to maximum strain.

I don't understand what it means by the bold part. Also, how can I plot stress vs strain for the plastic part if I only have the change in area...I don't have the elongation so I can't find strain.

Any help would be appreciated.

PS. Should I be posting this in the Engineering section instead?
 
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I think it's asking you to plot a graph where the first part is in a separate scale to the 2nd, so that the graph is easier to look at. The first scale should be used from 0 to 0.02in and the next from there on.

It's so that a squiggly graph that goes all over the place is changed into a curve or a straight line with just multiple scales.

I've only done the first bit of Stress-strain so I don't have any idea how you would actually go about this question.
 
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