Learning Physicis Again: Any book recommendation?

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SUMMARY

The discussion centers on the search for classical physics textbooks that emphasize conceptual understanding rather than rote problem-solving. The user, a recent engineering graduate, expresses dissatisfaction with traditional textbooks that focus on idealized problems. Recommendations include Richard Feynman's "Lectures on Physics," which is noted for its engaging explanations and conceptual clarity. The user seeks resources that not only present formulas but also provide a deeper understanding of their validity and application in real-world scenarios.

PREREQUISITES
  • Basic understanding of classical physics concepts
  • Familiarity with mathematical principles relevant to physics
  • Experience with problem-solving in physics contexts
  • Interest in conceptual learning and critical thinking
NEXT STEPS
  • Explore Richard Feynman's "Lectures on Physics" for a conceptual approach to physics
  • Research "The Feynman Lectures on Physics" online for supplementary materials
  • Investigate "Understanding Physics" by D.C. Heath for practical applications of physics concepts
  • Look into "Conceptual Physics" by Paul G. Hewitt for a focus on real-world physics scenarios
USEFUL FOR

This discussion is beneficial for recent graduates in engineering, physics enthusiasts, and educators seeking to enhance their understanding of classical physics through conceptual learning and practical applications.

LifeLongLearner
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Hello,

I am looking for classical physics book recommendations.

I'm new to this forum and just graduated from college with an engineering degree. I took several courses in Physics and Math. My college experience though was more based on..."Solve this problem and get the correct answer on the test to get a good grade" vs "Why does this formula work the way it works? Why can't it this way? What happens if you change this variable in the formula?"

I'm looking back at my college textbook and notes, and things there look geared towards the solving problems. And worse off, the problems are imaginary perfect problems that just doesn't exist in the real world. For example, every single Gauss problem was either a perfect sphere or a cylinder.

My problem is I'm not convinced that this is the way it's suppose to work. All I know is that the back of the book says it's correct and the professor says though a derivative that this the absolute correct answer.

I am looking for a Physics textbook that not only shows me the formula, but tries to convince me that what it's saying is true. Is there such a book available?

Thank you very much
 
Physics news on Phys.org
Read Feynman's Lectures on Physics.
 
daniel_i_l said:
Read Feynman's Lectures on Physics.

Cliche answer, but a good answer.
 

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