How to solve Eliashberg Equations?

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SUMMARY

The discussion focuses on solving the Eliashberg Equations to interpret superconductivity in MgB2. Participants highlight the lack of readily available software packages for this purpose, noting that many researchers opt to write their own codes. Suggestions include seeking out academic papers, particularly in Physical Review B, and contacting authors for potential code access. The conversation emphasizes the complexity of the task and the necessity for self-developed solutions in the absence of existing tools.

PREREQUISITES
  • Understanding of Eliashberg Equations and their application in superconductivity
  • Familiarity with programming for numerical solutions
  • Knowledge of superconductivity principles, particularly in MgB2
  • Experience with academic research and literature review techniques
NEXT STEPS
  • Research existing codes for solving Eliashberg Equations, such as those shared in academic papers
  • Learn numerical methods for solving differential equations relevant to superconductivity
  • Explore resources on programming languages commonly used for scientific computing, like Python or Fortran
  • Investigate the latest publications in Physical Review B for insights and methodologies
USEFUL FOR

Physicists, materials scientists, and researchers focused on superconductivity, particularly those interested in the theoretical and computational aspects of the Eliashberg Equations.

leoant
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Dear all:
Now I am try to interpret superconductivity in MgB2, its transition temperature can be get by solving Eliashberg Equations. However, I cann't find any porgram which can do this job, so can someone give me some links or package refer to solving Eliashberg Equations?
Thank you in advance.
 
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As far as I know, most people write their own codes to solve the Eliashberg equation.

Zz.
 
Thank you for your reply,dear Zz. I also want to solve them by myself, but it seems to be an impossible task for me. So would you to give me some hints, clues or general method about how to solve this kind of equations? Or would you refer me to somebody who has done these work?
 
You could maybe try to look for papers where the equations popped up in phys. rev. b and email the authors and ask for the code from them.
 

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