Best double major combo for graduate studies in nuclear/experimental physics

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Discussion Overview

The discussion centers on the choice of a double major for students interested in pursuing graduate studies in experimental or nuclear physics. Participants explore the merits of combining Physics with either Applied Mathematics or Nuclear Engineering, considering factors such as theoretical knowledge, practical skills, and personal interests.

Discussion Character

  • Debate/contested
  • Exploratory
  • Conceptual clarification

Main Points Raised

  • One participant expresses a preference for a double major in Physics and Applied Mathematics, citing a desire for theoretical knowledge and the appeal of advanced mathematics in nuclear physics graduate studies.
  • Another participant suggests that Nuclear Engineering is more suited for those interested in practical applications, such as building reactors, while implying that it may not align as closely with theoretical nuclear physics.
  • Some participants emphasize the importance of personal interest in choosing a major, arguing that pursuing what one enjoys can lead to a more fulfilling career.
  • There is acknowledgment that both options have advantages: Nuclear Engineering offers hands-on experience, while Applied Mathematics provides a strong theoretical foundation.
  • A later reply reiterates the benefits of advanced mathematics in nuclear physics, while also recognizing the practical skills gained from a Nuclear Engineering degree.

Areas of Agreement / Disagreement

Participants express differing opinions on the best double major combination, with no consensus reached. Some favor Applied Mathematics for its theoretical benefits, while others advocate for Nuclear Engineering due to its practical applications.

Contextual Notes

Participants note the varying course requirements for each degree, with Applied Mathematics requiring fewer additional courses compared to Nuclear Engineering. There is also mention of the potential challenges associated with advanced mathematics in graduate studies.

nlsherrill
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If one were to go onto experimental/nuclear physics in graduate school, which double major do you all think would be the better/best option?

Physics and Applied Mathematics

or

Physics and Nuclear Engineering

The reason I ask is I recently talked to a graduate student in experimental nuclear physics and from what I gathered I found his research pretty appealing. He apparently is part of a research group that uses the PULSTAR reactor here on NC States campus. He also talked about how there was a lot of underlying theory, and I believe he is specifically working on the Electric Dipole Moment experiment(I don't know if that's right?). Anyway, I liked the "hands on" sounding aspect of this, but I also liked the theory as well.

I basically am leaning towards a double major in one of the above options, with a slight preference towards math. I have done all my electives/general education requirements already, so staring in the fall semester next year I can complete a double major in 3 years(if all goes well). The math degree will *only* require 6-7 extra courses, albeit quite hard ones from what I have heard. The NE degree has more courses...about 10 I think.

I see benefits/advantages of both options, but I really don't know if nuclear engineering would apply too much to graduate studys in nuclear physics or not. I figure I would learn a good amount of nuclear physics in the nuclear engineering curriculum though, and also have more laboratory/technical skills aspects.

Here are the curriculum requirements for the 3 degrees.

Physics
https://packtracks.acs.ncsu.edu/scripts/RegRec/adadgbk.pl?curr=BS&dgr_key=17PY 2097 &title=PHYSICS

Applied mathematics
https://packtracks.acs.ncsu.edu/scr...gr_key=17AMA 2097 &title=APPLIED MATHEMATICS

Nuclear Engineering
https://packtracks.acs.ncsu.edu/scr...gr_key=14NE 2097 &title=NUCLEAR ENGINEERING
 
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bump.

anyone?
 
Nuclear engineering is for someone who wants to build them.

I say the first option is best.
 
At some point in your life, you will have to do things because you want to, and not because someone else - like an admissions committee - wants you to. Why not now?

I also think Shackleford's advice is not very good. For some things, he's right. For others - neutrino reactor experiments, non-proliferation - he's not. But the successful people take what interests them and try and build a career around it rather than the other way around.
 
Vanadium 50 said:
At some point in your life, you will have to do things because you want to, and not because someone else - like an admissions committee - wants you to. Why not now?

I also think Shackleford's advice is not very good. For some things, he's right. For others - neutrino reactor experiments, non-proliferation - he's not. But the successful people take what interests them and try and build a career around it rather than the other way around.

Well, I was thinking more about nuclear physics graduate school which will require more advanced mathematics. Of course, the practical side of the nuclear engineering plan would be very beneficial as well.
 
Shackleford said:
Well, I was thinking more about nuclear physics graduate school which will require more advanced mathematics. Of course, the practical side of the nuclear engineering plan would be very beneficial as well.

I mean this is about what I was thinking. I would have more "hands on" experience with the NE degree, but I would have more math with the math degree. So it seems both options have their ups and downs. I'll probably go with math.
 

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