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

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EV = best guess <strong>for</strong> α or 0.0 when IEVT=2<br />

2 EVM Eigenvalue modifier <strong>for</strong> the first eigenvalue change<br />

EV 1 = EV 0 + EVM, after the first modification, the linear or the quadratic<br />

extrapolation is internally executed.<br />

3 EPS Convergence criterion (accuracy desired)<br />

(suggested value: EPS=0.0001)<br />

4 BF Buckling fac<strong>to</strong>r<br />

Normally enter 1.420892, if so the extrapolation length of group g:<br />

δ = 0.710446 * λ<br />

g tr,<br />

g<br />

ANISN computes a correction fac<strong>to</strong>r of the<br />

dimensions. In the evaluation of<br />

2<br />

2<br />

D g B<br />

<strong>for</strong>m <strong>for</strong> the finite transverse<br />

B , 2 is added <strong>to</strong> the transverse dimensions.<br />

δ g<br />

D<br />

g<br />

B<br />

2<br />

1<br />

=<br />

3Σ<br />

t,<br />

g<br />

⎪⎧<br />

⎨<br />

⎪⎩<br />

π<br />

2<br />

2<br />

( DY + 2δ<br />

) ( DZ + 2δ<br />

)<br />

g<br />

+<br />

π<br />

2<br />

g<br />

2<br />

⎪⎫<br />

⎬,<br />

⎪⎭<br />

2δ<br />

g<br />

≡ BF * λ<br />

t,<br />

g<br />

= BF / Σ<br />

t,<br />

g<br />

To evaluate B 2 without the extrapolation length 2δ g , enter BF=0.0.<br />

Σ t,g<br />

is a <strong>to</strong>tal cross-section if it is prepared by anisotropic calculation routine<br />

ANISN or TWOTRAN, otherwise<br />

Σ t,g is a transport cross-section, because these<br />

cross-sections are s<strong>to</strong>red in the same position in MACRO file.<br />

5 DY Cylinder or plane height (cm) <strong>for</strong> buckling correction<br />

DY may include extrapolation length when BF=0.0.<br />

6 DZ Plane depth (cm) <strong>for</strong> buckling correction<br />

DZ may include extrapolation length when BF=0.0.<br />

7 DFM1 Transverse dimension <strong>for</strong> void streaming correction (Usually DFM1=0.0)<br />

When a void region is included in the system, the evaluation of transverse<br />

leakage by the buckling approximation is not suitable. A simple correction 28) is<br />

provided by removing the angular component of transverse direction in the void<br />

region. As this correction does not introduce the pseudo absorption due <strong>to</strong><br />

71

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