Best Physics Books for Self-Teaching: From High School to Quantum Mechanics

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Discussion Overview

The discussion revolves around recommendations for physics books suitable for self-teaching, particularly for a high school sophomore interested in progressing from introductory physics to quantum mechanics. Participants share their experiences and suggestions regarding various textbooks that cover elementary to advanced topics in physics.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant inquires about the best introductory physics book and a subsequent book for advanced topics, specifically quantum mechanics.
  • Another participant recommends "University Physics" by Sears and Zemansky, noting its completeness for elementary physics and its non-calculus based approach, while also mentioning its coverage of higher-level topics like black holes.
  • A different participant suggests "Fundamentals of Physics" by Halliday and Resnick as an alternative for those seeking a calculus-based text.
  • There is a claim that "University Physics" is indeed calculus based, contradicting the earlier assertion that it is non-calculus based, leading to some confusion about the book's content and rigor.

Areas of Agreement / Disagreement

Participants express differing views on whether "University Physics" is calculus based or not, indicating a lack of consensus on this point. Multiple recommendations for different books are presented, reflecting varied preferences and experiences.

Contextual Notes

Some participants may have different interpretations of the level of calculus involved in the recommended texts, which could affect their suitability for the inquirer’s background and goals.

Who May Find This Useful

This discussion may be useful for high school students seeking self-study resources in physics, educators looking for textbook recommendations, and individuals interested in transitioning to advanced physics topics.

dlilpyro
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What would be the best book to teach myself physics? I'm currently a sophomore in high school and am taking trig this year and pre-calc next year. I'm also taking physics honors next year. However, I would like to get a jump on this course and eventually try to move into quantum mechanics on my own. So what would be the best introductory book and then the best book for moving on into more advanced topics?
 
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University Physics by Sears and Zemansky, I found, was quite complete in terms of elementary physics. It is not calculus based, however, it does show how calculus can be applied to the various concepts. The first few chapters revolve around vectors, motion in 1-D, 2-D, and 3-D, as well as kinematics of rotation and Work-Energy.

It comes in a bundle of three books (Or 1 if you get hardcover) which spans the whole of the Canadian pre-university curriculum in physics(Mechanics, Electricity and Magnetism, and Wave Motion and Modern Physics). It also reaches out to higher levels of physics (Black holes and their properties are introduced in the second half of book 1.)

Enjoy


-F
 
Also, if the above book does not suit you since it is non-calculus based, then try this: Fundamentals of Physics by Haliday and Resnick.


-F
 
Fragment said:
University Physics by Sears and Zemansky, I found, was quite complete in terms of elementary physics. It is not calculus based, however, it does show how calculus can be applied to the various concepts. The first few chapters revolve around vectors, motion in 1-D, 2-D, and 3-D, as well as kinematics of rotation and Work-Energy.

It comes in a bundle of three books (Or 1 if you get hardcover) which spans the whole of the Canadian pre-university curriculum in physics(Mechanics, Electricity and Magnetism, and Wave Motion and Modern Physics). It also reaches out to higher levels of physics (Black holes and their properties are introduced in the second half of book 1.)

Enjoy


-F

The "University Physics" I have is definitely calculus based. Maybe not as rigorous as an upper level mechanics or EM book but calculus based without a doubt.
 

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