Investigating a Gravity Car: Calculating Friction & Distance

AI Thread Summary
The discussion revolves around a gravity car designed for a physics EEI, utilizing a mass and pulley system to propel itself. The user seeks to predict the car's distance based on varying masses and calculate the coefficient of friction for the surface it runs on. They have plotted displacement/time graphs for average velocity but are uncertain about further steps in their investigation. Additionally, they are exploring torque and angular momentum, with suggestions to research mouse trap cars for comparative analysis. The user considers applying Newton's second law to determine the force lost to friction, which could assist in calculating the coefficient of friction.
hazman900
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For my physics EEI i have contructed a gravity car that works by a mass connected by a string and run through pully's to the drive axel. When i drop the mass it pulls the string, spins the wheels and the car propels forward.
The car itself weighs approximately 400g
The wheels radius on both front and back is 2.25cm
The Drive wheels radius is 0.2cm
The drop mass falls about 16cm and lands back on the car.

I am just a little confused what to investigate in my EEI. I would like to be able to predict it's distance for any given mass on a constant surface and also calculate the co-efficent of friction for the surface using the car. I have plotted displacment/time graphs to find average velocity of the car but that's about it. I'm just not sure where to go from here.

I am also trying to investigate torque and angular momentum but I'm finding it difficult.

I'm just looking for advice with where to go, and what to do with it.
 
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Go online and research mouse trap cars. They are similar but get their energy from a spring on the mousetrap rather than a falling weight. There is already quit a bit of analysis already done on these cars and can help with torque questions etc. The potential energy released in the falling weight will be translated into the kinetic energy that moves the car. There will be losses not just to rolling friction but to friction in the axles and pulley. The energy in the falling weight minus the energy lost to friction = energy that moves the car.
 
Thanks that was really helpfull...
Could i also possibly use F= ma for the weight falling minus F = ma of the car to find force lost to friction?
 
As this would then help me find the co-efficent of friction
 
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