Moment for bending materials test

AI Thread Summary
The discussion focuses on calculating the moment (M) in a bending materials test, where the participant is unsure how to derive it from the provided data. The test aims to measure the deflection of a material under load, with the moment being influenced by the mass of weights and their distance from the support. Clarification is sought on whether the moment should be calculated as W multiplied by different distances, specifically 100mm or 300mm. It is noted that at the point of load application, the moment is zero, while in the central section, it is suggested to be W multiplied by 300. Understanding the reactions and moments at various points is essential for accurate calculations in this practical experiment.
scotty03
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Homework Statement


I have to do the following practical, but I am unsure of how to calculate one of the variables.

We are doing this test
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and we are given this information to calculate E.

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I have equations on how to calculate R and I, but I am not sure how to calculate M. It's obviously something to do with the mass of the weights on the end and the distance from them, but this information isn't included in the prac sheet.

Does anyone have any ideas?
 
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In the 400 mm length, M is constant. Are you able to calculate the reactions, where the little triangles are?
 
They both = W from sum of forces in Y direction.

The idea of the test was to see how much the material deflected upwards in the middle. I am just not sure if the applied moment is W*100mm or W*100mm*2 or W*300 or W*300*2
 
One definition of Moment at a section is: The sum of the moments on one side (or the other) of the section. So, at the point of application of the load at the end, you should find the moment is zero. In the central section it is W*300. You should check this by considering a section distance x from the left hand support, going to the right.
 
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