I just took Lewin's courses: What next?

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Discussion Overview

The discussion centers around the next steps for a participant who has completed Walter Lewin's courses on Newtonian Mechanics and Electricity and Magnetism. The participant is considering whether to pursue Quantum Mechanics or Special Relativity and is seeking recommendations for textbooks.

Discussion Character

  • Exploratory
  • Debate/contested
  • Technical explanation

Main Points Raised

  • The original poster expresses enthusiasm for continuing their studies and is considering two paths: Quantum Mechanics or Special Relativity, with specific textbooks in mind.
  • One participant recommends Quantum Mechanics next, suggesting textbooks such as Sakurai or Ballentine.
  • Another participant questions the mathematical background of the original poster and suggests that if they have completed Multivariable Calculus, Linear Algebra, and differential equations, then Quantum Mechanics would be accessible. They also propose taking 8.03 Vibrations and Waves as a preparatory step.
  • A later reply emphasizes that Resnick's Quantum Mechanics is more suitable for a modern physics course rather than a full Quantum Mechanics course, suggesting it might be beneficial to study it before tackling Griffiths or Shankar.
  • One participant argues that Sakurai is not appropriate for beginners and recommends sticking to textbooks like Griffiths or Resnick for a better chance of understanding the material.

Areas of Agreement / Disagreement

Participants express differing opinions on the appropriate next steps and textbook choices, indicating that there is no consensus on which route to take or which textbooks are best suited for beginners in Quantum Mechanics.

Contextual Notes

There are varying assumptions about the necessary mathematical background for Quantum Mechanics and the appropriateness of different textbooks for beginners. Some participants suggest preparatory courses while others challenge the suitability of advanced texts for those new to the subject.

GloriousPanda
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A few days ago, I completed Walter Lewin's courses 8.01 (Newtonian Mechanics)and 8.02 (Electricity and Magnetism) . I loved the courses and I'm quite motivated to go further. I was thinking of two routes:

a) Quantum Mechanics: I'll probably use Griffiths/Resnick/Shankar/Gasiorowicz.
b) Special relativity: Probably Resnick.

Which of the two routes should I choose, and what textbook should I use?
 
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I'd take quantum theory next. Textbooks: Sakurai/Ballentine.
 
What math have you done so far? If you've done Multivariable Calculus, Linear Algebra, and differential then QM is definitely accessible, although 8.03 Vibrations and Waves ( and Special Relativity (use both Resnick and AP French) would be a good next step especially since 8.03 is sort of a transition to give some background on some classical concepts that are used/extended in QM. Although, Resnick's QM is at the level of a modern physics course, rather than a full QM coure, so it might be useful to work through that before trying Griffiths or Shankar.
 
megatyler30 said:
What math have you done so far? If you've done Multivariable Calculus, Linear Algebra, and differential then QM is definitely accessible, although 8.03 Vibrations and Waves ( and Special Relativity (use both Resnick and AP French) would be a good next step especially since 8.03 is sort of a transition to give some background on some classical concepts that are used/extended in QM. Although, Resnick's QM is at the level of a modern physics course, rather than a full QM coure, so it might be useful to work through that before trying Griffiths or Shankar.
I did not require multivariable calculus for 8.02. I think I'll devote some time to gaining mathematical background while watching 8.03 lectures. After that, maybe I'll be prepared for more "hardcore" QM. Thanks!
 
Sakurai is not a beginners book, you need something on the level of Griffiths or Resnik to have a chance of getting thru it...
 

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