What concepts/math from junior-level CM for a QM class?

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A junior physics major missed a classical mechanics class but gained permission to enroll in quantum mechanics (QM) next semester. The professor recommended reviewing key concepts such as the Hamiltonian, Hamiltonian equations of motion, and angular momentum. The student seeks additional study resources for winter break. Suggested materials include Susskind's lectures on classical mechanics, which provide foundational knowledge, and the book "Classical Dynamics of Particles and Systems" by Marion and Thornton. Online lectures by Balakrishnan were also recommended. There is a consensus that while a solid understanding of classical mechanics can enhance the study of QM, it is not strictly necessary for grasping the basics of QM, as fundamental concepts are often explained during the course.
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Hey everyone, I'm a physics major in junior year that missed out on my classical mechanics class this fall semester because of some prereq stuff. I emailed the professor teaching QM next semester and got in without the necessary classical prereq. He said I should go over "the Hamiltonian and Hamiltonian equations of motion, angular momentum, and some others."

I plan on going over this stuff this winter break, and was wondering what other concepts I might need and where/how to study and review them. Any good books/resources? Thanks.
 
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I think Susskind's lectures on classical mechanics could be a good resource he introduces the CM necessary for QM but its not enough:
http://www.subplanck.com/self-study...e-by-dr-leonard-susskind-stanford-university/
Classical Dynamics of Particles and Systems (Marion and Thornton) is a good book on the subject
also there are these lectures on classical mechanics by Balakrishnan:
http://www.youtube.com/watch?v=Q6Gw08pwhws&feature=channel

I don't think you need a detailed knowledge of CM to understand QM.
 
Judging from most junior level QM classes I've heard about, you'll be just fine. Even if you don't know what a hamiltonian is, it will probably be explained. The knowledge of classical mechanics certainly can enrich the quantum mechanics, but usually isn't essential the first time through where you focus primarily on the physics rather than the mathematical formalism (sometimes relegated even to a side note!).
 
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