A particle of mass moves in 1 dimensional space with the following potential energy: (in figure) where U0 and alpha are positive, 1) What is the minimum velocity a particle must have to go from the origin to infinity? 2) What is the angular frequency w of the oscillations around the stable equilibrium point?
A particle of mass moves in 1 dimensional space with the following potential energy: (in figure) where U0 and alpha are positive, 1) What is the minimum velocity a particle must have to go from the origin to infinity? 2) What is the angular frequency w of the oscillations around the stable equilibrium point?
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A particle of mass moves in 1 dimensional space with the following potential energy: (in figure)
where U0 and alpha are positive,
1) What is the minimum velocity a particle must have to go from the origin to infinity?
2) What is the angular frequency w of the oscillations around the stable equilibrium point?
![U(<) = Us [2 E)´ - )']](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7087e7b5-8216-4e2e-bbaa-d95fac50754c%2F822341c6-5215-4a90-b2ac-04af819096be%2F570ppk_processed.jpeg&w=3840&q=75)
Transcribed Image Text:U(<) = Us [2 E)´ - )']
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