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JAEA-Data/Code 2007-004 - Welcome to Research Group for ...

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y IC12, if the eigenvalue problem or the external neutron source problem in the<br />

whole energy range is solved. (e.g. shell source or distributed source in ANISN,<br />

inhomogeneous source or boundary source in TWOTRAN, point source in<br />

CITATION)<br />

Enter IC2=1 if the PEACO routine is used by IC5=2 or =-2 <strong>for</strong> the resonance<br />

absorption process.<br />

[cf.] Sect.1.7, Sect.1.10<br />

IC3<br />

Selection of the process <strong>to</strong> get the Dancoff correction fac<strong>to</strong>r<br />

The Dancoff correction fac<strong>to</strong>r is used in the two steps; first <strong>for</strong> the<br />

heterogeneous effect on the admixture cross-sections in the interpolation of<br />

resonance shielding fac<strong>to</strong>rs upon NR approximation, second <strong>for</strong> the IR<br />

approximation of absorption calculations of resolved resonance levels.<br />

= 0 Use the input value specified in the material specification (cf. Sect.2.9)<br />

= 1 Calculate by CPM<br />

= 2 Calculate by the Tone’s method 12)<br />

Note:<br />

The Tone’s method is recommended <strong>for</strong> a plate type cell with neighboring<br />

different fuels, but it is not recommended <strong>for</strong> a pin type cell.<br />

When the double heterogeneity is solved by the PEACO routine by specifying a<br />

negative value of MAR (Block-6 in Sect. 2.4), the Dancoff correction fac<strong>to</strong>r of the<br />

microscopic heterogeneity in the material specification is used in spite of any IC3<br />

value while that of the macroscopic heterogeneity is controlled by the IC3 value.<br />

[cf.] Sect.1.6, Sect.2.4<br />

IC4<br />

Indica<strong>to</strong>r <strong>for</strong> the energy range solved<br />

= 0 Thermal range is excluded (<strong>for</strong> fast neutron reac<strong>to</strong>rs)<br />

= 1 Thermal range is included (<strong>for</strong> thermal neutron reac<strong>to</strong>rs)<br />

IC5<br />

Selection of the process <strong>for</strong> resonance absorption in the resonance energy range<br />

= 0 Interpolation of Bondarenko type table by NR approximation(NRA).<br />

= 1 Interpolation of Bondarenko type table by IR approximation (IRA).<br />

The IRA routine works <strong>for</strong> only one resonant R-Region (which contains<br />

at least one nuclide(s) with IRES=2 in the material specification) in a<br />

32

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