Question (Mechanics of Materials)

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SUMMARY

The discussion centers on understanding the conversion of a distributed load of 150 kN/m over a 0.600 m length into a concentrated load of 90 kN in mechanics of materials. The calculation is straightforward: the total resultant load is determined by multiplying the distributed load by the length, yielding 90 kN. This concentrated load is applied at the centroid of the rigid bar. The instructor's reluctance to clarify this concept highlights a common area of confusion among students.

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  • Understanding of distributed loads in mechanics of materials
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  • Knowledge of centroids in rigid body mechanics
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Sajama66
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Hi guys, I am attaching a pdf file with the respective question it might be silly for many of you, but I would rather this question now, and move on with the problem.
The pdf file is from a class from mechanics of materials, I understand the procedure and how formulas are plugged and how the problem is solved, but I don't understand how the distributed load (150 kN/m changed to 90 kN) the instructor at class didn't want to answer and evade the question. (I circled the slide with the doubt about the load)
Your answer will be very helpful to clarify my basic knowledge of this class.
Thanks in advance
keep the great work
 

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Physics news on Phys.org
The distributed load of 150kN/meter over the 0.600m length of the rigid bar yields a total resultant load of (150kN/m)*(0.600m) = 90kN. Thus, the distributed load of 150 kN/m over the 0.6m length is represented as a concentrated load of 90kN at the centroid of the rigid bar.
 

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