Angular momentum problems and solutions
Questions
HOMEWORK CHAPTER 11: ANGULAR MOMENTUM. NOTE: 1 Hand in your solutions in class in the lecture period after which the chapter is completed. 2 Show the equations and calculations, and box your answer. Be sure to include the units. 3 You are required to solve all problems.
[DOC File]ch 4 - probs
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d) total angular momentum zero. e) total angular momentum. f) z-component of angular momentum zero. g) z-component of angular momentum . h) Find the normalized ground state eigenfunction in parabolic coordinates in terms of the spherical eigenfunctions. What is noteworthy about this eigenfunction and why? Solution: a) but and so that
[DOC File]Model Problems – 9
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so get solution for Energy and angular momentum. This form works for other (molecular rotation / atom) , add dimension. Now consider if particle in box with short sides: V = 0 0 < x < L. V = V0 0 < x < L. En: Energy no longer ~n2 (spacing will get closer) : Solution to this more complex but have new property – …
POP4e: Ch. 1 Problems
This means that the total angular momentum of the mouse-turntable system will remain constant at its initial value of zero. Thus, as the mouse starts walking around the axis (and developing an angular momentum, , in the direction of its angular velocity), the turntable must start to turn in the opposite direction so it will possess an angular ...
[DOC File]Review Homework, Physics 5306
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Compute the rotational kinetic energy of the sphere when it reaches the bottom of the plane. Compute the angular momentum about an axis passing through the center of mass. The angular acceleration on the sphere as it moves from its highest point to its lowest point is 6 rad/s2. Compute the linear (tangential) acceleration of a point on the rim.
[DOC File]PE/FE Review – Dynamics Problem Solution Hints
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Then, from the angular momentum relationship before and after impact we can find the bullet’s speed. Substituting into the energy equation and solving for , we get i=8.55 rad/sec. This is the angular velocity of the pendulum after impact. From angular momentum relationship before and after impact:
[DOC File]Physics 113 Midterm 1
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Some problems might be the same as in other practice exams and real exams. ... What is the angular momentum of the moon about the Earth? The mass of the moon is 7.35 x 1022 kg, the center-to-center separation of the Earth and the moon is 3.84 x 105 km, and the orbital period of the moon is 27.3 days. ... Solutions: Vectors (no answers given ...
[DOC File]Chapter 1 - Solutions
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( (angular momentum quantum number). ( = 0, 1, 2, …, (n-1). Determines the shape of the orbitals. For multielectron atoms the energy of the electron is determined by both n and (. m( (magnetic quantum number). m( = 0, (1, (2, …, ((. Determines the orientation of the orbital. Note that for a particular value of ( there are 2( + 1 distinct ...
[DOC File]ch 11 - THE QUANTUM DEFECT - probs
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The effective nuclear charge Z' and b are then chosen to give the best fit to spectral data. By averaging the term in the potential energy over a Keplerian orbit find the quantum defect in terms of the Z', b and the angular momentum. Solution: Use the integral . to obtain for …
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