Measuring Friction on a Sloping Track

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SUMMARY

The discussion focuses on measuring the force of friction between a flexible, sloped track and a ball. The key equation for calculating the force of friction is F_friction = u * normal force, where 'u' represents the coefficient of friction. Participants suggest using the mass of the ball and timing its descent to calculate acceleration, which can then be applied to the net force equation F_net = ma. Clarifications are requested regarding the track's shape and the specific measurements allowed during the experiment.

PREREQUISITES
  • Understanding of Newton's laws of motion
  • Familiarity with the concepts of force, mass, and acceleration
  • Knowledge of the coefficient of friction and its calculation
  • Basic skills in experimental physics and data measurement
NEXT STEPS
  • Research methods for measuring the coefficient of friction in inclined planes
  • Learn about kinematic equations and their application in motion analysis
  • Explore the effects of different track shapes on friction measurements
  • Investigate data collection techniques for measuring position and velocity in experiments
USEFUL FOR

Physics students, experimental researchers, and educators involved in mechanics and friction studies will benefit from this discussion.

Oatmeal11
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1. I need to set up a lab. The goal is to find the force of friction between a track and a ball. The track is flexible and tilted so that it slopes down. Looking at it from the side, the track looks like half of a U. The ball is released from the top of the track and somehow I have to figure out the friction.


2. Force of friction=u* normal force
Fnet=ma
delta y =Voy*t+1/2at^2



]3. If I just found the mass of ball, roll it down the track and time it, then plug into the distance equation to solve for acceleration, then take that into the f=ma equation, would that give me the answer? I am not sure how the force of friction is related to the net force, or how to find this without knowing the coefficient of friction.
 
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Can you please elaborate on what the track looks like? Is it a parabola? Is its function known?
Give us also a bit more data on what you're allowed to measure, and when? Say the height of the ball at any given moment, or its position, velocity, what are you restrictions/limitations?
Daniel
 

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