Let the Hamiltonian of a rigid body be where K is the angular momentum in the body
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Let the Hamiltonian of a rigid body be
where K is the angular momentum in the body frame. From this expression obtain the Heisenberg equation of motion for K, and then find Euler's equation of motion in the correspondence limit.
Transcribed Image Text:
H -1 (4+4+4). 2 13
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To obtain the Heisenberg equation of motion for K we need to compute the time derivative of K using ...View the full answer
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