Analyzing Frictional Forces in a Man and Bicycle System on an Inclined Road

In summary, a man is riding his bicycle up a 5 percent road at a constant speed. The total mass of the man and bicycle is 90 kg and the mass center is at G. The direction of frictional forces is upward and the normal forces can be calculated using Fy=0 Nf +Nr =G and Fx=0. The normal force in the front wheel can be neglected due to the constant speed, but it is unclear if the same applies to the back wheel.
  • #1
Lalaland
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Homework Statement


A man deals his bicycle up a 5 percent road at constant speed. Man+bicycle mass=90 kg with mass centre G. 1)Access direction of frictional forces 2) explain why frinctional force in front wheel can be neglected having a const. speed taking front wheel as FBD 3) Find normal forces

Homework Equations


Fy=0 Nf +Nr =G
Fx=0

The Attempt at a Solution


Direction is upward
Fy=0 Nf +Nr =G
Fx=0
M= 0. 0.46G= 1.08Nf.
Nf= 375.67N

Now I don't know how to show that friction in front wheel can be neglected
 

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  • #2
I'm not 100% sure, maybe someone else can pitch in, but:

The normal forces in the front wheel can be neglected because F = ma and since the front wheel is at a const. speed, a = 0 which implies summation of Fx = 0. Therefore friction force must be zero.

This should also apply to the back wheel, ( but I'm not entirely sure if it will have a=0 since it is connected to a gear...)

Also, your calculations are unclear to me in (3), so I can't provide feedback there.
 

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