Difference between revisions of "Critical density iteration"

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(Input)
(Input)
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== Input ==
 
== Input ==
  
  '''iter''' '''nuc''' ''CYCLES'' ''KEFF'' ''N<sub>ZAI</sub>'' ''ZAI<sub>1</sub>'' ''ZAI<sub>2</sub>'' ... ''ZAI<sub>N<sub>ZAI</sub></sub>'' [ ''N<sub>MAT</sub>'' ''MAT<sub>1</sub>'' ''MAT<sub>2</sub>'' ... ''MAX<sub>N<sub>MAT</sub></sub>'' ]
+
  '''set''' '''iter''' '''nuc''' ''CYCLES'' ''KEFF'' ''N<sub>ZAI</sub>'' ''ZAI<sub>1</sub>'' ''ZAI<sub>2</sub>'' ... ''ZAI<sub>N<sub>ZAI</sub></sub>'' [ ''N<sub>MAT</sub>'' ''MAT<sub>1</sub>'' ''MAT<sub>2</sub>'' ... ''MAX<sub>N<sub>MAT</sub></sub>'' ]
  
 
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Revision as of 13:50, 8 June 2017

Input

set iter nuc CYCLES KEFF NZAI ZAI1 ZAI2 ... ZAINZAI [ NMAT MAT1 MAT2 ... MAXNMAT ]
CYCLES  : Number of additional inactive cycles to run for the convergence of the iteration.
KEFF  : Target k-eff for the iteration.
NZAI  : number of different nuclides (ZAI) included in the iteration
ZAIi  : the ZAI (e.g. 50100 for boron 10 ground state) of the nuclide to be included in the iteration
NMAT  : number of different materials included in the iteration (optional parameter)
MATi  : the name of the material to be included in the iteration

Notes:

  • If a list of materials is not given, all materials that contain the included nuclides are included in the iteration.
  • The initial concentration of the nuclides to be iterated should be larger than zero.
  • The critical concentration iteration currently only works for nuclides that have a reactivity effect mainly through neutron absorption. Specifically, critical concentrations of fissile, moderating or reflecting nuclides cannot be iterated using this card.

Output

An output variable ITER_NUC_FACTOR is included in the main [INPUT]_res.m results file. The output variable gives the mean multiplicative scaling factor applied to atomic density of the iterated nuclides to achieve a critical system.

If the batch history recording is set on (see set his) the [INPUT]_his[STEP].m history output file will contain batch-wise estimates for the scaling factor, which can be used to ensure the convergence of the scaling factor during the inactive cycles.

Operation