Need an idea for a computational physics project

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SUMMARY

This forum discussion centers on generating project ideas for a computational physics course, particularly for students with a foundational understanding of mechanics and electromagnetism. Suggested projects include calculating the electric field of complex charge configurations, implementing Rayleigh scattering simulations, performing polynomial curve fitting using Monte Carlo methods, and illustrating diffusion through finite element techniques. These projects are tailored to leverage the participant's existing knowledge while providing a pathway to explore computational physics concepts.

PREREQUISITES
  • Basic understanding of mechanics and electromagnetism
  • Familiarity with computational physics concepts
  • Experience with programming for simulations
  • Knowledge of Monte Carlo methods and finite element techniques
NEXT STEPS
  • Research methods for calculating electric fields in non-standard charge configurations
  • Explore Rayleigh scattering simulations in computational physics
  • Learn about polynomial curve fitting techniques using Monte Carlo simulations
  • Investigate finite element methods for modeling particle diffusion
USEFUL FOR

Students in computational physics courses, educators seeking project ideas, and individuals interested in applying computational techniques to physics problems.

xbomber88
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I need an idea for a final project for my computational physics course. The problem is that I've only had intro mechanics and intro E&M courses so far and I'm currently taking modern physics. It seems like any interesting projects would require more physics than I've had so far. I was thinking of using a genetic algorithm to design an antenna but then I discovered that antennas are actually a lot more complicated than I had imagined. So now I'm back to square one and need to come up with something quickly because I'm running out of time. Can anyone think of some ideas for an interesting project that someone with my background in physics could do?
 
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You could computationally calculate the electric field of an "ugly" charge configuration with no standard symmetries.
 
I remember in my computational physics course i wrote a simple code to calculate Rayleigh scattering (it does indeed work). I also wrote a polynomial curve fitting program that used Monte Carlo to determine the coefficients of best fit. You could also do a simple illustration of diffusion by using finite element techniques (i.e. discretize the equations of motion) of a bunch of particles and start them in a far corner of an empty box and see how they evenly disperse themselves. I could think of quite a few more if these are the kind of things you were considering (my undergrad degree was actually in Computational Physics so I've done a lot of these sort of projects).
 

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