Advice On Self Study Choices for Physics

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SUMMARY

The discussion centers on self-study choices for a physics and applied mathematics major, specifically regarding the order of studying four key texts: "Classical Mechanics" by John R. Taylor, "Introduction to Electrodynamics" by David Griffiths, "Quantum Mechanics Volumes 1 & 2" by Cohen Tannoudji & Diu Laloe, and "Principles of Quantum Mechanics" by R. Shankar. The original poster suggests studying them in the order listed but is open to advice. A participant recommends reading Griffiths before Taylor to better understand the transition from electrodynamics to quantum mechanics, emphasizing the importance of angular momentum and Hamiltonian concepts.

PREREQUISITES
  • Familiarity with classical mechanics concepts
  • Understanding of electrodynamics principles
  • Basic knowledge of quantum mechanics
  • Experience with mathematical techniques used in physics
NEXT STEPS
  • Study "Introduction to Electrodynamics" by David Griffiths
  • Explore "Classical Mechanics" by John R. Taylor for foundational concepts
  • Read "Quantum Mechanics Volumes 1 & 2" by Cohen Tannoudji & Diu Laloe for advanced quantum theory
  • Investigate "Principles of Quantum Mechanics" by R. Shankar for a comprehensive understanding of quantum principles
USEFUL FOR

Physics students, self-learners in applied mathematics, and anyone seeking a deeper understanding of classical and quantum mechanics.

MiloBoots
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Hi everyone,

I am currently a physics and applied maths major in Australia. I am studying part time as I am also an athlete and spend a lot of my time traveling and training. Because I am studying part time, I have been self studying alongside my subjects and on the semester breaks and while I travel in order to keep up with whatever interests me at the time. I have a current dilemma where I need to choose a topic of self study, but I have a few options to choose from and I'm not sure which order I should start. My options are:
  • Classical Mechanics - John R. Taylor
  • Introduction to Electrodynamics - David Griffiths
  • Quantum Mechanics Volumes 1 & 2 - Cohen Tannoudji & Diu Laloe
  • Principles of Quantum Mechanics - R. Shankar
I have done subjects at university that cover all of these topics, but I want to go through them in more depth to get a better foundation in my understanding. My opinion would be to go through them in the order that I listed above, but I'm taking my opinion with a grain of salt as I'm not too wise in having this type of foresight in what to do. Aside from my courses, the only other text I have been through somewhat thoroughly is the quantum physics book by Eisberg and Resnik.

I look forward to reading your advice!
 
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MiloBoots said:
Hi everyone,

I am currently a physics and applied maths major in Australia. I am studying part time as I am also an athlete and spend a lot of my time traveling and training. Because I am studying part time, I have been self studying alongside my subjects and on the semester breaks and while I travel in order to keep up with whatever interests me at the time. I have a current dilemma where I need to choose a topic of self study, but I have a few options to choose from and I'm not sure which order I should start. My options are:
  • Classical Mechanics - John R. Taylor
  • Introduction to Electrodynamics - David Griffiths
  • Quantum Mechanics Volumes 1 & 2 - Cohen Tannoudji & Diu Laloe
  • Principles of Quantum Mechanics - R. Shankar
I have done subjects at university that cover all of these topics, but I want to go through them in more depth to get a better foundation in my understanding. My opinion would be to go through them in the order that I listed above, but I'm taking my opinion with a grain of salt as I'm not too wise in having this type of foresight in what to do. Aside from my courses, the only other text I have been through somewhat thoroughly is the quantum physics book by Eisberg and Resnik.

I look forward to reading your advice!
Personally, I would read Griffiths before Taylor. It is fun to see how quantum mechanics takes the familiar electrodynamics and turns it on its head, but I think it is more useful to come into quantum mechanics immediately after having read a detailed analysis of angular momentum and the Hamiltonian, which you would get from a classical mechanics text.
 

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