Как выбрать гостиницу для кошек
14 декабря, 2021
The geometry of a problem is described in the Cell cards; cells are volumes delimited by surfaces; these volumes may or may not be filled with materials. But before seeing how to define cells, let us see how Surface cards are defined.
MCNP has a wide choice of surface types to describe cells; however, here we will just present the surface types that we will use for our reactor examples. A Surface card consists in a surface number, a special keyword indicating the type of the surface, and parameters for that keyword. Table
5.2 lists these surfaces and their parameters.
Surface type |
Keyword |
Parameters |
Equations |
General plane |
P |
ABCD |
Ax + By + Cz — D = o |
Plane perpendicular to X-axis |
PX |
D |
x — D = o |
Plane perpendicular to Y-axis |
PY |
D |
У — D = o |
Plane perpendicular to Z-axis |
PZ |
D |
z — D = o |
Cylinder parallel to X-axis |
C/X |
Уо zo R |
(y — yo f + (z — zo)2 — r2 = o |
Cylinder parallel to Y-axis |
C/Y |
xo zoR |
(x — xo)2 + (z — zo)2 — R2 = o |
Cylinder parallel to Z-axis |
C/Z |
Xo yo R |
(x — xo)2 + (y — yo)2 — R = o |
Cylinder along X-axis |
CX |
R |
о + |
Cylinder along Y-axis |
CY |
R |
x2 + z2 — R2 = o |
Cylinder along Z-axis |
CZ |
R |
x2 + y2 — R2 = o |
General sphere |
S |
Xo yo Zo R |
(x — xo)2 + (y — yo^+ |
InT4 N о 1 О |
|||
Sphere centred at origin |
SO |
R |
x2 + y2 + z2 — R2 = o |
Table 5.2. Some surface cards. |