I just took Lewin's courses: What next?

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After completing Walter Lewin's courses 8.01 (Newtonian Mechanics) and 8.02 (Electricity and Magnetism), the discussion centers on the next steps in physics education, specifically choosing between Quantum Mechanics and Special Relativity. Recommended textbooks for Quantum Mechanics include Griffiths, Resnick, Shankar, and Sakurai, with an emphasis on foundational math skills such as Multivariable Calculus and Linear Algebra. The course 8.03 (Vibrations and Waves) is suggested as a preparatory step before delving into more advanced Quantum Mechanics topics. Resnick's approach to Quantum Mechanics is noted as suitable for modern physics courses, making it a viable option before tackling more complex texts.

PREREQUISITES
  • Understanding of Multivariable Calculus
  • Knowledge of Linear Algebra
  • Familiarity with Differential Equations
  • Completion of introductory physics courses (8.01 and 8.02)
NEXT STEPS
  • Study Quantum Mechanics using Griffiths or Resnick
  • Complete course 8.03 (Vibrations and Waves) for foundational knowledge
  • Explore Special Relativity with Resnick and AP French
  • Gain mathematical background to support advanced Quantum Mechanics studies
USEFUL FOR

Students and educators in physics, particularly those transitioning from introductory courses to more advanced topics in Quantum Mechanics and Special Relativity.

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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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