Method of succesive smoothing in triangular geomtery

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SUMMARY

The discussion focuses on calculating corner point flux using surface and volume averaged fluxes in triangular geometry, specifically for modeling fast reactors or VVER cores. The participant references studies by Finneman and others but indicates a lack of a definitive formula. The goal is to develop a computational code for VVER reactor modeling, emphasizing the need for precise calculations in this context.

PREREQUISITES
  • Understanding of triangular geometry in nuclear reactor physics
  • Familiarity with flux calculations in reactor modeling
  • Knowledge of VVER reactor design and operation
  • Experience with computational modeling techniques
NEXT STEPS
  • Research the specific formulas for corner point flux in triangular geometry
  • Study computational methods for modeling VVER reactors
  • Explore papers by Finneman and related authors on flux calculations
  • Learn about advanced numerical techniques in reactor physics simulations
USEFUL FOR

Nuclear engineers, reactor physicists, and researchers involved in the modeling and simulation of VVER reactors will benefit from this discussion.

mohammad hosseini
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Dear all
I want to know a formula in order to calculate corner point flux using surface and volume averaged fluxes in triangular geometry.
I studied some papers from Finneman and et. al., but I could not find the necessary formula.
I have attached a file about my quastion.

Thank you
 

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I take it that one is attempting to model a fast reactor or VVER core, correct?
 
Yes
It is useful for development of a computational code in order to model the VVER reactors.
 

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