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SUMMARY

The discussion focuses on a biomechanics problem involving a diver's angular velocity and radius of gyration. The diver has a mass of 60 kg and an initial angular velocity of 14 rad/sec with a radius of gyration of 0.5 m. When the diver assumes a 'tuck' position, the radius of gyration changes to 0.3 m. The key concept to solve this problem is the conservation of angular momentum, which states that the initial angular momentum must equal the final angular momentum, allowing for the calculation of the new angular velocity.

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  • Understanding of angular momentum conservation principles
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  • Basic knowledge of angular velocity and its calculations
  • Ability to manipulate equations involving mass and radius of gyration
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This discussion is beneficial for biomechanics students, physics learners, and anyone interested in understanding angular motion and its applications in sports science.

jayty22
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angular velocity?!

Homework Statement


Hello, I am a 1st yr biomechanics student and I am having a lot of problems figuring this stuff out and I have an exam coming up and I'm kinda panicing! lol! ok here is the exact problem:

"A 60kg diver is positioned so that his radius of gyration is 0.5m as he leaves the board with an angular velocity of 14rad/sec. What is the diver's angular velocity when he assumes a 'tuck' position, altering his radius of gyration to 0.3m?"

My conundrum comes because the formulas we were given all include a 'change in time' to be used in the equation. Maybe (yes, definitely!) I am missing something here so can someone please educate me as to how I would go about solving this problem and the formula that I am supposed to use.

Thanks very much in advance,

- One confused young man (a.k.a. Jay) :confused:
 
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Giving you the radius of gyration and the mass is a way of giving you the moments of inertia (and I had to look that up). Think about conservation of angular momentum.
 

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