Recommendations for C.M. & E.M. going into grad school (non-physicist)

In summary: You might be better off looking at a book like Shadowitz or Bekefi and Barrett, which are both more rigorous but will still be accessible to readers without a lot of classical mechanics background.
  • #1
BrowncoatsRule
6
0
Hello all,

First, to tell you a little about my background, I have just finished my undergraduate degree in geology and geophysics. I also attained two minors in astronomy and mathematics. Thus, my physics and math background includes a year of freshman physics (mechanics & E&M) plus a handful of astrophysics courses, and math courses up through vector/complex analysis, PDE's, Fourier, Laplace, etc. We also went over tensor analysis, signal processing, and continuum mechanics in my seismology and geodynamics courses.

Although I am not going to study physics at the graduate level (I will be doing geophysics/planetary science) I would like to get a stronger background in the Lagrangian and Hamiltonian formalisms of classical mechanics as well as a more advanced treatment of electrodynamics. I wish I had taken intermediate mechanics and E&M, but I simply just couldn't fit them into my schedule. Therefore, I am seeking some textbooks that will teach classical mechanics and E&M at the advanced undergraduate/beginning graduate level. For C.M., I have seen strong recommendations for Marion & Thornton, Taylor, and Goldstein. For E&M, I have seen Wangsness, Schwartz, Griffiths, and Jackson. I'm already well aware that I probably don't want Jackson, and I'm not really a fan of Griffiths -- I don't mind the tone of his books but he tends to lack depth. I don't mind a mathematically rigorous text, so long as the author explains it well (if the book is a fun read that's a plus!).

One last question: I adored using and learning from Boas' Mathematical methods book. That book is an absolute gem and I strongly recommended it to my classmates. Will Boas suffice for grad level math and physics, or do you recommend getting a higher level math methods book?

What are your thoughts people? Thanks in advance!
 
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  • #2
For advanced undergraduate levels, you really can't go wrong with Morin (for C.M) and Griffiths (for E.M). I'm using both of them currently for self teaching, and if you attempt the given questions regularly, I don't think there's a better way to study the 2 subjects.

You say Griffiths lacks depth - how so?
 
  • #3
Thornton and Marion is garbage IMO. And I have the same question as dreamLord: in what way does Griffiths lack depth?
 
  • #4
Didn't we just have this thread? For mechanics I say just start with Goldstein only read another book if it gives you trouble. Griffiths is fine for an overview it has several flaws the coverage of electrodynamics and relativity are lacking, many explanations are confusing or incomplete, related mathematics like vectors, tensors, and Dirac delta are poorly explained, there is no Lagrangian and Hamiltonian formulations. It does not concern me but it also lacks mathematical calisthenics. It is not nearly as bad as his quantum book though. As for Boas it is alright, but I do not see it as being better than the many similar books. The purpose of such books is to give a quick preview or review of basic applied topics. One would likely want to look at some other books as well. Remember it is one book. Boas' husband wrote some nice books as well.
 
  • #5
I may go with Goldstein for classical mechanics, as I just read on the Amazon description "..Mathematical techniques are presented in detail so that the book remains fully accessible to readers who have not had an intermediate course in classical mechanics." This statement appeals to me since I never took intermediate mechanics.

I have been leaning towards Wangsness' Electromagnetic Fields. What are your opinions on the level of presentation in this book. I would like something a little more thorough and rigorous than Griffiths but not quite at the level of Jackson.
 
  • #6
  • #7
BrowncoatsRule said:
I would like something a little more thorough and rigorous than Griffiths but not quite at the level of Jackson.
Then go with Schwartz.
 
  • #8
BrowncoatsRule said:
I may go with Goldstein for classical mechanics, as I just read on the Amazon description "..Mathematical techniques are presented in detail so that the book remains fully accessible to readers who have not had an intermediate course in classical mechanics." This statement appeals to me since I never took intermediate mechanics.

I have been leaning towards Wangsness' Electromagnetic Fields. What are your opinions on the level of presentation in this book. I would like something a little more thorough and rigorous than Griffiths but not quite at the level of Jackson.

IMO you won't get a lot out of Goldstein for lower or intermediate mechanics at all. A thorough understanding of Newtonian mechanics is already assumed, and even as an introduction to Lagrangian mechanics there are better options IMO: Calkin and Landau. The chapter on HJ theory is said to be better (I haven't read it myself) and some of the problems are worth doing, however.

Morin is good for intermediates and getting started with some Lagrangian mech.
 
  • #9
verty said:
Here is an interesting book:

Bekefi & Barrett, Electromagnetic Vibrations, Waves, and Radiation

It's not quite in line with this question but I'm thinking that this book + Shadowitz (see comment #4, the other thread) would leave very little uncovered and the level of presentation would not be punishing.

I LOVE this book, but the OP needs to know that it is lower level than Griffiths. It is designed for 3rd semester physics - which is what my course was that used it. It is very well done, and is one of the few books typeset with a typewriter (at least it looks that way) that I can tolerate to read.

jason
 
  • #10
Thank you everyone for all the responses so far! I've looked more into Schwartz's book, and I think I will really like it. Do you think Taylor's book is geared solely for undergraduates, or would it prepare me for some beginning graduate level mechanics problems? At this point I'm still thinking to just go ahead with Goldstein, although I've read reviews that the 3rd edition is littered with typos and that may be annoying.
 
  • #11
Franklin, "Classical Electromagnetism", is more advanced and detailed than Griffiths, and reads more easily than Jackson.
 

1. What are the key differences between C.M. and E.M. in terms of grad school?

C.M. (Condensed Matter) and E.M. (Electromagnetism) are two subfields of physics that have different focuses and methodologies. C.M. primarily deals with the study of the properties and behavior of materials at a macroscopic level, while E.M. focuses on the study of electric and magnetic fields and their interactions with matter. In grad school, students in C.M. may take courses related to topics such as quantum mechanics, statistical mechanics, and solid state physics, while students in E.M. may take courses related to topics such as electromagnetism, optics, and quantum field theory.

2. Is it necessary to have a background in physics to pursue grad school in C.M. or E.M.?

While a background in physics is highly recommended for those interested in pursuing grad school in C.M. or E.M., it is not always necessary. Some programs may offer bridge courses or introductory classes to help students without a physics background catch up. However, having a strong foundation in mathematics and a basic understanding of physics concepts will greatly benefit students in these fields.

3. What skills and qualities are important for success in grad school in C.M. or E.M.?

Grad school in C.M. and E.M. can be challenging, so it is important for students to have a strong work ethic, critical thinking skills, and a passion for the subject. Strong mathematical abilities, programming skills, and the ability to work independently and collaboratively are also important for success in these fields. Additionally, time management and organization skills are crucial for balancing coursework, research, and other responsibilities.

4. What opportunities are available for research in C.M. and E.M. during grad school?

There are many opportunities for research in both C.M. and E.M. during grad school. Many programs offer research assistantships and fellowships that provide funding for students to work on projects with faculty members. Some programs also have research facilities and labs for students to conduct their own experiments and projects. Additionally, students may have the opportunity to present their research at conferences and publish their findings in academic journals.

5. What career options are available for graduates with a degree in C.M. or E.M.?

Graduates with a degree in C.M. or E.M. have a wide range of career options available to them. Many go on to work in research and development for industries such as electronics, materials science, and energy. Others may pursue careers in academia, teaching and conducting research at universities. Some graduates also find opportunities in government agencies, consulting firms, and other fields that require a strong background in physics and problem-solving skills.

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