Forces: Wedge and Block Problem + Pulley System Problem

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SUMMARY

The discussion focuses on solving two physics problems involving a wedge and a pulley system. For the wedge problem, a 15 kg wedge requires a specific force, F, to prevent a block from sliding, which involves analyzing the horizontal acceleration and the gravitational force component (mgsin18°). The second problem involves determining the tension, T, in a system with multiple pulleys, emphasizing the need for equilibrium in force analysis. Participants suggest drawing diagrams to visualize forces and accelerations for clearer problem-solving.

PREREQUISITES
  • Understanding of Newton's second law (ƩF=ma)
  • Knowledge of gravitational force components (mgsinθ)
  • Familiarity with equilibrium conditions in physics
  • Basic skills in drawing free-body diagrams
NEXT STEPS
  • Study the application of Newton's laws in non-friction scenarios
  • Learn how to analyze forces in pulley systems
  • Explore the concept of equilibrium in static and dynamic systems
  • Practice drawing and interpreting free-body diagrams for complex systems
USEFUL FOR

Students studying physics, particularly those tackling mechanics problems involving forces, wedges, and pulley systems. This discussion is beneficial for anyone looking to enhance their problem-solving skills in classical mechanics.

akemi3
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Homework Statement


9) A 15 kg wedge is pushed along a frictionless surface. There is no friction between the wedge and the block. What force, F, is required to keep the block from sliding up or down the wedge?

See attachment for diagram.

10) Find the tension, T.

See attachment for diagram.

Homework Equations



ƩF=ma

The Attempt at a Solution



9) So I know that in order for the block to not slide, the horizontal acceleration for both the wedge and the block have to be equal. To solve for the horizontal acceleration I used the horizontal component of block (m1) (where the xy axis is tilted).

mgsin18° = m1ax

I don't really know where to go from there because I do not feel that I am on the right track.

10) All I have figured out is if all three blocks were to be laid out on a flat surface, the three blocks would all move in one direction. I am unsure about what I'm supposed to do with all the pulleys. I was wondering if all I really needed to do was to focus on one block (the 20N one?). I am admittedly overwhelmed by how many pulleys there are.
 

Attachments

  • wedge and block.jpg
    wedge and block.jpg
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  • pulleys.jpg
    pulleys.jpg
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For question 9) remembering that only the wedge will experience the force F, and therefore the acceleration. Since the wedge/block interface is smooth if F was very large the block would simply slide up until it fell of the top.

So you could equally consider the acceleration to be in the opposing direction, just for the block. Try drawing the block, with the acceleration from the wedge, and gravity.For question 10) I assume this is supposed to be equilibrium, in which case the forces must balance. So write an equilibrium statement of forces up and forces down. I think this is designed to look scary
 

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