Good Book(s) for Self-learning Classical Physics

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Discussion Overview

The discussion revolves around recommendations for classical physics textbooks suitable for self-learning, specifically those that do not heavily rely on calculus. Participants express their preferences for comprehensive resources that include various topics such as Newton's Laws, Conservation Laws, Thermodynamics, Waves and Optics, and Electricity and Magnetism.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Homework-related

Main Points Raised

  • One participant requests recommendations for classical physics textbooks that are comprehensive and include examples and practice exercises, while avoiding calculus-based texts.
  • Another participant suggests Feynman's Lectures on Physics and Christoph Schiller's Motion Mountain, noting that while they are good resources, calculus cannot be avoided in university-level physics.
  • Several participants recommend "University Physics" by Young & Freeman as a suitable introductory text covering various classical physics topics.
  • Advanced texts such as "Analytical Mechanics" by Fowles & Cassiday and "Classical Mechanics" by Goldstein are mentioned for those seeking deeper understanding, though some participants caution that these may be challenging.
  • Participants discuss the appropriateness of starting with calculus-based books, suggesting that many university texts introduce calculus gradually.
  • Feedback on Halliday & Resnick's "Fundamentals of Physics" and Kleppner and Kolenkow's "Mechanics" is sought, with some expressing positive views on these texts.
  • One participant inquires about the mathematical aspects necessary for understanding classical mechanics and the time commitment required for reading advanced textbooks like Goldstein.
  • Concerns are raised about the vagueness of questions regarding classical mechanics, with suggestions that the time required to study varies based on the depth of coverage and individual study habits.

Areas of Agreement / Disagreement

Participants express a variety of opinions on the best textbooks for self-learning classical physics, with no clear consensus on a single recommended text. Some agree on the importance of calculus in physics, while others emphasize the desire for non-calculus-based resources.

Contextual Notes

Participants note that the effectiveness of textbooks can vary based on individual learning preferences and backgrounds. The discussion highlights the need for clarity in questions posed about classical mechanics and the varying time commitments required for different texts.

Who May Find This Useful

This discussion may be useful for individuals seeking to self-learn classical physics, particularly those looking for textbook recommendations that accommodate varying levels of mathematical background and preferences for learning style.

Mancuso
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Hello PF group. Long time reader, first time poster.

Can someone please make some recommendations for a good classical physics textbook, particularity suited to self-learning classical physics? I'd also like the recommendation to not be calculus based. My preferences are for something comprehensive, with many examples and practice exercises, since I would be studying and evaluated my performance on my own. Subjects to be included:

Newton's Laws
Conservation Laws
Applications of Newtonian Mechanics
Thermodynamics
Waves and Optics
Electricity and Magnetism

I'm decently versed on all the above topics, I'd just like something to review to solidify my skills before I start my university course.

Any input would be appreciated. Thank you.
 
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I always recommend for such learning the Feynman's Lectures on Physics - many editions in all languages...
You may also try (free) Christoph Schiller's Motion Mountain: http://motionmountain.net/ - some of my (especially young) students like it more than Feynman's - it is more 'pop-culture' attractive, but still quite serious and reliable

PS.
A must be harsh: you can't avoid calculus while studying physics at university (or even college) level.
 
xts said:
I always recommend for such learning the Feynman's Lectures on Physics - many editions in all languages...
You may also try (free) Christoph Schiller's Motion Mountain: http://motionmountain.net/ - some of my (especially young) students like it more than Feynman's - it is more 'pop-culture' attractive, but still quite serious and reliable

PS.
A must be harsh: you can't avoid calculus while studying physics at university (or even college) level.

Thanks, I'm looking for an alternative to Feynman. Additionally, I do not like learning large amounts of information online. Check out - The Shallows by Carr.

I'm not trying to avoid calculus, in fact I love calculus. I just want to solidify my intuitive understanding before I bring calculus into the picture, even if that only means a superficial understanding of the true nature of things.
 
If you want to learn freshmen physics i suggest - University Physics by Young & Freeman will suffice. It covers Netwonian Mechanics, Thermodynamics, Optics, Electricity&Magnetism, Special Relativity + some modern physics.
Should be at its 11th or 12th edition.

If you want a little more advance classical mechanics text that covers Calculus of Variation, Lagrangian & Hamiltonian Formalism , Two Body Problems etc. , try:

Analytical Mechanics - Fowles & Cassiday (easiest to read imo)
Classical Dynamics of Particles and system - Marion & Thorton,
Analytical Mechanics - Hand & Finch,
Classical Mechanics - Goldstein (might be alittle tough)
Classical Mechanics - Kibble

hope this helps

yinx
 
yinx said:
If you want to learn freshmen physics i suggest - University Physics by Young & Freeman will suffice. It covers Netwonian Mechanics, Thermodynamics, Optics, Electricity&Magnetism, Special Relativity + some modern physics.
Should be at its 11th or 12th edition.

If you want a little more advance classical mechanics text that covers Calculus of Variation, Lagrangian & Hamiltonian Formalism , Two Body Problems etc. , try:

Analytical Mechanics - Fowles & Cassiday (easiest to read imo)
Classical Dynamics of Particles and system - Marion & Thorton,
Analytical Mechanics - Hand & Finch,
Classical Mechanics - Goldstein (might be alittle tough)
Classical Mechanics - Kibble

hope this helps

yinx

Thanks for the suggestions, I will look over these titles at the library.

After my post has been reclassified, I've read over the other threads in this category and am realizing the redundancy of my question. Although, it's always best to get more input.

Thanks again.
 
Mancuso said:
Thanks for the suggestions, I will look over these titles at the library.

After my post has been reclassified, I've read over the other threads in this category and am realizing the redundancy of my question. Although, it's always best to get more input.
sw
Thanks again.

Since you do know calculus, you should not really worry about starting with a calculus-based book. Most "university" physics books have to start out light on calculus and ramp up gradually because they can't assume mastery from Freshman students.

Feynman was teaching at Caltech, so the math level ramps up pretty quickly.

An old edition of Halliday & Resnick's Fundamentals of Physics covers all your topics and the light amount of calculus used (at least in the beginning) should not get in the way of intuition. Or get an old edition of Physics (no "Fundamentals" in the title) for more challenging problem sets.
 
Daverz said:
Since you do know calculus, you should not really worry about starting with a calculus-based book. Most "university" physics books have to start out light on calculus and ramp up gradually because they can't assume mastery from Freshman students.

Feynman was teaching at Caltech, so the math level ramps up pretty quickly.

An old edition of Halliday & Resnick's Fundamentals of Physics covers all your topics and the light amount of calculus used (at least in the beginning) should not get in the way of intuition. Or get an old edition of Physics (no "Fundamentals" in the title) for more challenging problem sets.

Thanks, I've heard good things about Halliday and Resnick's books. I've also heard good things about Kleppner and Kolenkow. Any feedback on their book Mechanics?

I'm a big fan of Spivak's Calculus. Self-contained and rigorous. I don't learn much from door-stop sized plug-and-chug style books.
 
Since it has been mentioned yet, I like Serway's Physics for Scientists and Engineers.

I am currently using Fundamentals of Physics (9th edition extended) and I must say it is a good book.
 
Ivan92 said:
Since it has been mentioned yet, I like Serway's Physics for Scientists and Engineers.

I am currently using Fundamentals of Physics (9th edition extended) and I must say it is a good book.

I am taking Electrical and Computer Engineering in the fall, so I do appreciate the practical aspect of books like Serway. Thanks.
 
  • #10
To learn classical mechanics, what are the mathematical aspects that one needs to be aware of? Usually a textbook like goldstein takes how many months to read?
 
  • #11
Vinay Hebbar said:
To learn classical mechanics, what are the mathematical aspects that one needs to be aware of? Usually a textbook like goldstein takes how many months to read?

I guess people don't see threads after all.. What a drag
 
  • #12
Vinay Hebbar said:
I guess people don't see threads after all.. What a drag

Your question was rather vague; I'm not surprised it wasn't answered. Classical Mechanics? What's that? Is it what's covered in Spivak's Mechanics book, or is it the non-calculus based mechanics, or maybe even the calculus based mechanics? Also, textbooks take a varying amount of time to work through. Working through a few chapters, a few problems, or all of the book, and how much time is allotted every day?

Non-calculus based classical mechanics should not take very long to complete, maybe a little under 3 months for an in-depth coverage.
Rigorous calculus-based mechanics? Expect a bit more time dedicated to understanding all the derivations and what-not.

Be good with : vectors, trigonometry, some calculus (if calc-based), and a lot of algebra. Mostly problem solving too.
 
Last edited:
  • #13
DivisionByZro said:
Your question was rather vague; I'm not surprised it wasn't answered. Classical Mechanics? What's that? Is it what's covered in Spivak's Mechanics book, or is it the non-calculus based mechanics, or maybe even the calculus based mechanics? Also, textbooks take a varying amount of time to work through. Working through a few chapters, a few problems, or all of the book, and how much time is allotted every day?

Non-calculus based classical mechanics should not take very long to complete, maybe a little under 3 months for an in-depth coverage.
Rigorous calculus-based mechanics? Expect a bit more time dedicated to understanding all the derivations and what-not.

Be good with : vectors, trigonometry, some calculus (if calc-based), and a lot of algebra. Mostly problem solving too.

Ok thanks.. To start up with classical mechanics, what methods do u suggest? I mean I am yet to start.. I really got to give it a go.. Tell some tips, structured format of studying or so?
 
  • #14
I'm not sure of what you are asking here. The best way to do it (assuming self-study) is to pick up a book mentioned above (I liked Halliday and Resnick), reads the chapters carefully. Work through all the examples. Supplement that with some online videos (Khanacademy maybe?) and then work through as many problems as you can.
 
  • #15
DivisionByZro said:
I'm not sure of what you are asking here. The best way to do it (assuming self-study) is to pick up a book mentioned above (I liked Halliday and Resnick), reads the chapters carefully. Work through all the examples. Supplement that with some online videos (Khanacademy maybe?) and then work through as many problems as you can.

What would happen if i try to work out problems from standard texts? Before that, i should know some basics.. Would resnick support that and i can carry with standard texts? If still not capable of handling standard texts, then why?
 

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