Help. Shear force and bending moment problem makes no sense

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SUMMARY

The discussion centers on a mechanics problem involving shear force and bending moments, specifically addressing the misunderstanding of the problem's nature. The key takeaway is that the issue is not about shear forces or bending moments but rather about decomposing the mechanism into separate free body diagrams. The fundamental equations of equilibrium, ƩFx=0, ƩFy=0, and ƩMo=0, must be applied to ensure that all forces and moments are balanced, regardless of any changes in length caused by cutting the cable and removing supports.

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  • Understanding of free body diagrams
  • Knowledge of static equilibrium principles
  • Familiarity with shear force and bending moment concepts
  • Basic mechanics of materials
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  • Explore shear force and bending moment diagrams in detail
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Blugga
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Homework Statement



2q8n402.jpg


Homework Equations



ƩFx=0
ƩFy=0
ƩMo=0

The Attempt at a Solution



I have no clue. By cutting the pieces, it changes the length. By cutting the cable at c and removing the 2 supports, wouldn't it make all the forces and moments = 0?
 
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Regardless of what the subject line says, this is not a problem about shear force and bending moments. It is a problem about splitting up the mechanism in the diagram into a series of separate free body diagrams.

I urge the poster to follow the directions and then see if all forces and moments = 0.

It doesn't matter if the cuts change the length (which length?) The final result should be that all of the separate free bodies, after adding the necessary forces and moments, are in equilibrium.
 

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