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Stress-Strain Plot for Ductile Materials

Example of a stress-strain plot for ductile material.

Here is an example of the type of data engineers use when evaluating ductile materials. The applied stress is plotted along the y-axis, and the measured strain in response to that stress is plotted along the x-axis. The definitions below will help you understand the diagram.

Illustration of 'necking.' The material undergoes a sudden increase in cross-sectional area after ultimate stress, leading to a broken-off hourglass shape at the point of fracture.


Moments and Torques

Diagram illustrating moments and torques.  We think of 'bending' with a moment, <I>M</I>.  We think of 'twisting' with a torque, <I>T</I>.

Moments and torques are engineering-speak for the stresses we normally call "bending" and "twisting." It's still the same ideas of stress and strain that we've been talking about, and the same units of measurement. The difference is the axis of application of the stress.

You can see in the diagram that moments produce both compressive (−σ) and tensile (+σ) stresses, depending on which part of the material you examine. You can use gridded foam beams and tubes (from compressible foam packing material and pipe insulation, respectively) to visualize the effects of moments and torques for yourself. Draw the grid lines at 2–3 in intervals.


Gridded foam beams and tubes.


Ductile or Brittle?


Bent paperclip is an example of yield, shattered windshield is an example of fracture.

Materials with different properties break differently. Think back to jolly ranchers and tootsie rolls. Which is ductile and which is brittle? Think about a paper clip. Ductile or brittle? You can use it on a small stack of paper many times, and it will spring back to its original shape. But if you open a paper clip out as shown above, you deform it plastically, and it retains the new shape permanently after exceeding the yield point. How about a windshield?


 


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