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

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asymmetric cell is surrounded by enough thick symmetric material and<br />

the isotropic boundary condition is applied at the outer boundary of this<br />

external material.<br />

= 12 Hexagonal assembly with asymmetric array of pin rods.<br />

A model is provided <strong>to</strong> permit a hexagonal block with asymmetrical<br />

array of pin rods. Except the shape of the outer surface, the input<br />

requirements and the rule of S-Region numbering are same as those of<br />

IGT=11.<br />

= 13 Rectangular pillar divided by X-Y coordinates with pin rods on grid<br />

points.<br />

This type permits the placement of pin rods on any grid point of an<br />

X-Y division of a rectangular lattice cell. Every pin rod has its own radius<br />

with annular sub-division.<br />

When IBOUND=1 is specified as the outer boundary condition, not<br />

the perfect reflective but the periodic condition is supposed in x- and<br />

y-direction. As S-Region numbers are purely geometrical, the user is<br />

requested <strong>to</strong> allocate T- and R-Region numbers so as <strong>to</strong> satisfy the<br />

periodic condition. For example, the region number allocated <strong>to</strong> a fuel pin<br />

located on the left edge must be coincide <strong>to</strong> that on the right edge.<br />

S-Regions are numbered by the rules 1) coolant regions ahead of pin<br />

rod regions, 2) small Y-abscissa <strong>to</strong> large abscissa, 3) small X-abscissa <strong>to</strong><br />

large abscissa, 4) inner <strong>to</strong> outer in a pin rod.<br />

= 14 Concentric layer of hexagons with pin rod array of 60° symmetry.<br />

A hexagonal assembly is divided by several concentric hexagons. On<br />

the flat of the arbitrary hexagon, pin rods of the uni<strong>for</strong>m size can be<br />

mounted. Number of pin rods on a hexagon must be a multiple of six,<br />

since the 60° rotational symmetry is assumed. They are placed with<br />

equal interval starting at a corner of a hexagon. Pin rods on a hexagon are<br />

treated <strong>to</strong> have the same fluxes.<br />

S-Regions are numbered by the rules 1) pin rod regions ahead of<br />

coolant regions, 2) inner <strong>to</strong> outer in an assembly, 3) inner <strong>to</strong> outer in a pin<br />

rod. But in case of IDIVP=2, pin rod regions are numbered by the<br />

distance from the central axis of the assembly.<br />

= 15 Hexagonal assembly of 60° rotational symmetry with pin rods on<br />

47

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