Friction and Tension along a Curved Path

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    Friction Path Tension
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SUMMARY

The discussion centers on analyzing the static equilibrium of a beam pinned at point A and moving along a curved path, specifically a circular trajectory. The beam is subjected to a tension force (FT) at an angle (θ) and a static friction coefficient (μs). The main inquiry is to determine the angles θ, φ, and γ that allow the beam to maintain static equilibrium while neglecting gravitational effects. The need for a clearer graphical representation of the problem is emphasized for better understanding.

PREREQUISITES
  • Understanding of static equilibrium principles
  • Knowledge of tension forces and angles in physics
  • Familiarity with friction coefficients, specifically static friction (μs)
  • Basic concepts of curved motion and circular paths
NEXT STEPS
  • Study the conditions for static equilibrium in mechanics
  • Learn about the role of tension and friction in maintaining equilibrium
  • Explore the mathematical modeling of forces on a curved path
  • Review graphical methods for representing forces and moments
USEFUL FOR

Students in physics or engineering disciplines, particularly those focusing on mechanics, as well as professionals involved in structural analysis and design of systems with curved motion.

aeb2335
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I just want to make sure my thinking and free body is correct before I go further in a project I am working on; for some strange reason (probably the curved path) I am doubting myself.

I will try and explain the problem but the attached image is probably the best description.

There is a beam that is pinned at A on one end and free to move along a path of constant curvature (a circle) at the other end; There is a force of tension FT that acts on the beam at an angle θ with a coefficient of friction of μs. Neglect gravity.
 

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I expect if you were to post your information a bit more legibly and actually state your question you might receive an answer.

If this is homework then you should read the instructions about posting it.
 
Can you redraw the graph? Its not clear to me and I have bad eyes :(
 
Yea I never really did state the actual problem I got a bit too excited. The question is for what angles theta phi and gamma does the beam stay in static equilibrium. I will re-post a better picture shortly.
 
Lmao!
 

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