Any suggestions on books? (Physics & Engineering)

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SUMMARY

The discussion focuses on recommended books for students preparing for an engineering degree, particularly in physics and mathematics. Key suggestions include "Physics for Scientists and Engineers" by Feynman and Serway, and "Fundamentals of Physics" by Shankar, which is complemented by online video lectures. For mathematics, David C. Lay's "Linear Algebra" (third edition) and George B. Thomas' calculus texts (from the 1968 edition onward) are highly recommended. The conversation emphasizes the importance of these foundational texts across various engineering disciplines.

PREREQUISITES
  • Understanding of basic physics concepts
  • Familiarity with calculus
  • Knowledge of linear algebra
  • Interest in engineering disciplines (mechanical, electrical, etc.)
NEXT STEPS
  • Research "Physics for Scientists and Engineers" by Feynman and Serway
  • Explore "Fundamentals of Physics" by Shankar and its accompanying online resources
  • Study David C. Lay's "Linear Algebra" (third edition)
  • Review George B. Thomas' calculus texts from the 1968 edition onward
USEFUL FOR

Students preparing for engineering degrees, particularly those interested in physics and mathematics, as well as educators seeking foundational texts for their curriculum.

Jamie Bristow
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I just finished my A levels in math's/physics. I decided to take a year out before I start an engineering degree. I'm looking for books to study on my work break's and any down time I get.

I was looking at the 'Physics for Scientists and Engineers' by authors like Feynman and Serway. They can be expensive but I don't mind spending the money as long as I know I'm getting the right information.

Could anyone tell me if I'm on the right track or If there are any books that would cover most of the average engineering curriculum?

Thank you.
 
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What branch of engineering? Mechanical, electrical, computer, chemical, environmental, etc. engineering all have vastly different curricula.

As far as physics and mathematics you might need, I do have some recommendations.

You should study linear algebra soon no matter what field you go into. My current favorite recommendation there is David C. Lay's text. The third edition is fine, and much cheaper used than more recent editions.

I've always liked George B. Thomas' calculus texts. Any edition since and including the 1968 edition are quite good.

For physics, I'm finding Shankar's Fundamentals of Physics to be an excellent recommendation to people I've helped recently. Shankar has video lectures posted online, and the book's site has exercises posted in PDFs of course materials.
 
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