Assignment help - Determining bearing friction?

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SUMMARY

The discussion focuses on understanding the impact of bearing friction on the moment of inertia in a flywheel experiment. The average experimental value calculated was 0.49 kg m², while the theoretical value was 0.50 kg m². It was established that bearing friction acts as a torque opposing rotational motion, which affects the net torque on the flywheel and consequently the falling time measurement. To quantify the effect of friction, one can calculate its influence on the falling time during the experiment.

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bikertomm
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Hi all, I'm new to the forum and have a query with one of my most recent assignments.

This one is called 'The flywheel' to do with moments of inertia. I have completed the first lot of calculations using the formula no problem.

My average experimental value came out at 0.49 kg m(2)

And the theory calculation came out at 0.50 kg m(2)

Question 2 & 3 are the ones I'm struggling with:

Question number 2 says to discuss the effect of bearing friction - I am really struggling to find anything on this.

Question 3 asks how the effect of friction can be determined? I'm struggling with this too. Any help would be massively appreciated..

Here are some pictures of the assignment, cheers.

Q1_zps676aa0b3.jpg


Q2_zps3839237f.jpg



Q3_zps300554fd.jpg
 
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Just as linear friction is a force opposing relative motion of two bodies with flat surfaces in contact, bearing friction is a torque opposing relative rotational motion about the bearing's axis of two bodies in contact. Again, there will be a static value, typically larger than the kinetic value. Does that help?
 
Q2. You most likely did not take the frictional torque into consideration in your experiment.
It opposes the rotational motion thereby decreasing the net torque acting on the
flywheel. Consider how this would influency your measurement of falling time
and thus the experimental value of the moment of inertia of the flywheel.

Q3 Asks how you can put a value to this frictional effect.
Can you maybe calculate by how much it changed the
falling time?
 
The book claims the answer is that all the magnitudes are the same because "the gravitational force on the penguin is the same". I'm having trouble understanding this. I thought the buoyant force was equal to the weight of the fluid displaced. Weight depends on mass which depends on density. Therefore, due to the differing densities the buoyant force will be different in each case? Is this incorrect?

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