Angular acceleration and velocities - verification of work

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SUMMARY

The discussion focuses on the verification of calculations related to angular acceleration and velocities, specifically addressing the complexities of tangential acceleration at the 7-second mark. Participants express concerns about the clarity of the problem statement, particularly regarding the assumptions needed for total acceleration calculations. The conversation also delves into the mechanics of circular motion, particularly in relation to the interaction between wheels 2 and 3. Feedback on the provided solutions indicates a collaborative effort to ensure accuracy in understanding these concepts.

PREREQUISITES
  • Understanding of angular acceleration concepts
  • Familiarity with tangential acceleration
  • Knowledge of circular motion dynamics
  • Ability to interpret physics problem statements
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  • Review the principles of angular acceleration in rotational dynamics
  • Study the relationship between tangential and total acceleration
  • Learn about the mechanics of circular motion and its applications
  • Explore problem-solving techniques for complex physics questions
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Students and educators in physics, mechanical engineers, and anyone involved in the study of rotational dynamics and motion analysis.

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Good day to all.

I have worked out a problem concerning angular acceleration and velocities but I am not sure if what I have done is correct. I have attached all the worked out problem as a pdf as I wanted it to be as clear and concise as possible, especially when someone is taking time from their schedule to answer my question. I hope the question and solutions provided are clear.

Again, once again any feedback would be greatly appreciated.












 

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all your answers look good to me. And your reasoning for part g) looks good as well.

The question for part e) is hard to understand, because after 7 seconds, there is no tangential acceleration. And before 7 seconds, there is tangential acceleration. It asks about the total acceleration at 7 seconds, so it is not obvious if we are to assume that there is (or isn't) any tangential acceleration. You see what I mean?

Part g) is a bit complicated as well. I'm guessing that thing is simply attaching wheels 2 and 3, so that wheel 3 will move in circular motion around the centre of wheel 2. And the question asks for vertical motion, so you're probably going to need to figure out circular motion then work out vertical motion.
 

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