Which Undergrad Textbook is Best for Understanding SHM, Wave Motion, and Optics?

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Discussion Overview

The discussion revolves around recommendations for undergraduate textbooks that effectively cover Simple Harmonic Motion (SHM), wave motion, interference, superposition, and optics. Participants seek resources that address both mathematical and conceptual understanding, particularly for a first-year physics course.

Discussion Character

  • Homework-related
  • Debate/contested
  • Technical explanation

Main Points Raised

  • One participant requests suggestions for textbooks that cover SHM, wave motion, and optics, expressing difficulty in their current course.
  • Another participant recommends Resnick/Halladay, emphasizing the importance of solving problems over merely reading concepts.
  • A different participant questions whether Resnick/Halladay includes a sufficient number of relevant problems for their studies.
  • Another suggestion includes "Introduction to Wave Phenomena" by Hirose and Long, although the treatment of Fourier analysis is noted as potentially lacking.
  • One participant strongly recommends a book from the Berkeley series by Crawford, highlighting its excellent exposition and inclusion of home-experiments and good problems.

Areas of Agreement / Disagreement

Participants express varying opinions on the effectiveness of different textbooks, with no consensus on a single best option. Multiple competing views on recommended texts remain present.

Contextual Notes

Some participants mention specific aspects of the textbooks, such as problem sets and treatment of topics, but there is no resolution on which book is definitively better for the discussed subjects.

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Hi, I was just wondering if someone can suggest an undergrad textbook which will help me understand SHM, Wave motion, interference and superposition, both mathematically and conceptually. I am having a hard time in my first year second semester course which is focused only on the topics listed above. Also how is Serway/Jewett? Is Resnick/Halladay better for the above topics? Any other suggestions are most welcome.
Thank you.

Edit: Book suggestions are welcome for both geometrical optics and physical optics.
 
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Resnick/Halladay is good. Reading concepts wouldn't help, go towards solving as many problems as possible.
 
Of course that's what I want to do. But does Resnick and Halladay have a decent set of problems? I have 3000 Solved problems in physics but some of the questions are not related what I've learned..
 
i like introduction to wave phenomenon by hirose and long for a first course in waves. their treatment of Fourier analysis is meh, but everyone does that differently. optics by hecht is the de facto standard for its namesake.
 
I strongly recommend the book in the Berkeley series by Crawford. It has an excellent exposition of topics, coupled with home-experiments and good problems. As A.P. French put it, the book is a real "Tour de force".
 

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