a) Draw a free body diagram for the rod clearly showing all forces and where they are applied. Hint: There are four forces!  b) On your diagram, draw and label the line of action and lever arm for the weight force about point A.

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Chapter1: Units, Trigonometry. And Vectors
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One end (A) of a thin rod rests on a floor, with coefficient of static friction μs. 

The other end (B) of the rod leans against a frictionless wall. 

The rod has a length of L and a mass of m. The rod has a uniform density, so the center-of-mass is a distance L/2 from either end. 

The rod does not move. 

variables only (m, g, L, θ, μs) 

  1. a) Draw a free body diagram for the rod clearly showing all forces and where they are applied. Hint: There are four forces! 
  2. b) On your diagram, draw and label the line of action and lever arm for the weight force about point A. 
  3. c) What is the torque produced by the weight force about point A? 
  4. d) Using static equilibrium equations, find the three support forces (two at A, one at B). 
  5. e) Given the coefficient of static friction μs, what is the smallest possible angle before the rod starts to move? 
L
A
Transcribed Image Text:L A
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