Supplemental book for Landau (mechanics)

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In a discussion about supplemental texts for Landau's mechanics course, several recommendations emerged. Calkin's "Lagrangian & Hamiltonian Mechanics" was suggested for its clearer explanations and numerous examples, though it lacks coverage on rigid bodies. Morin's "Intro to Classical Mechanics" received praise for its thorough treatment of Lagrangian mechanics and rigid body motion, making it a strong contender. Arnold's "Mathematical Methods of Classical Mechanics" was noted for being more understandable than Landau, despite its brevity. Goldstein's text was also mentioned as a standard reference. However, caution was advised regarding Morin, as it primarily focuses on Newtonian mechanics and may be excessive for an analytical mechanics course, lacking in Hamiltonian theory. Potential readers were encouraged to review the content at a library before making a purchase.
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Hello all, I know this might be a redundant question. I started my graduate mechanics course tonight and we will be using Landau's book. What does everyone recommend as a good supplemental book to Landau in order to understand the concepts better? One that has I would say more elaborate examples and is not as brief as Landau.

Thanks!
 
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Hi, my analytical mech course also follows Landau + Goldstein's texts. Try Calkin's "Lagrangian & Hamiltonian Mechanics" explains theory a lot better IMO and has plenty of examples (nothing on rigid bodies like in Landau's though).

Morin's "Intro to classical mechanics" has pretty thorough chapters on lagrangian mechanics and rigid body motion with a lot of solved problems, worth checking out too.
 
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I like Arnold "Mathematcal Method of Classical Mechanics" but its pretty terse as well. However I found arnold much more understandable then landau. Goldstein might be a good choice for you.
 
Ok, thanks for the recommendations. I am considering going with either Morin or Goldstein. All the Morin reviews on Amazon are great, and Goldstein is a standard text on the subject. I am leaning towards Morin at this point.
 
Just a word of warning on Morin: its mostly Newtonian mechanics (some SR and GR) and its huge, I think its overkill/unnecessary for a pure analytical mechanics course, not to mention it doesn't have anything on Hamiltonian theory. Might want to try skimming through the chapters you're interested in at a local library before buying it.
 
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