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Tesselation of space using truncated octahedra. See truncated octahedron.
Created by Andrew Kepert using povray in May 2004. All rights reversed. It is a modification of the povray code I used for the similar image on rhombic dodecahedron.
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| Permission is granted to copy, distribute and/or modify this document under the terms of the GNU Free Documentation License, Version 1.2 or any later version published by the Free Software Foundation; with no Invariant Sections, no Front-Cover Texts, and no Back-Cover Texts.
Subject to disclaimers.
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Povray code
File "truncated_octahedra.pov"
#include "colors.inc"
#include "math.inc"
#include "rand.inc"
//#include "truncated_octahedron.povi"
#declare A=sqrt(3);
#declare truncoct =
intersection {
box { < -2,-2,-2>, <2,2,2> }
plane { < 1, 1, 1>, A }
plane { < 1, 1,-1>, A }
plane { < 1,-1, 1>, A }
plane { < 1,-1,-1>, A }
plane { <-1, 1, 1>, A }
plane { <-1, 1,-1>, A }
plane { <-1,-1, 1>, A }
plane { <-1,-1,-1>, A }
}
//end of inclusion "truncated_octahedron.povi"
global_settings{ ambient_light White }
background { color White }
#declare LX = 60;
#declare LZ = 100;
light_source { <LX,-LX,LZ> color White}
light_source { <-LX,LX,LZ> color White}
light_source { <LX,LX,LZ> color White}
light_source { <-LX,-LX,LZ> color White}
#declare extent = 3 ;
#declare i = -extent;
#while ( i <= extent )
#declare j = -extent;
#while ( j <= extent )
#declare k = -extent;
#while ( k <= extent )
#if ( even(i+j) & even(i+k) & ( i+j+2*k<3*extent ) & Prob(0.95, RdmD))
#declare RCOLOUR = rgb < Rand_Normal( 0.6, 0.2, RdmA ) ,
Rand_Normal( 0.4, 0.2, RdmB ) ,
Rand_Normal( 0.6, 0.2, RdmC ) > ;
#declare COLANG = rand(RdmA)*2*3.14159;
object { truncoct
scale 0.48
translate < i, j, k >
texture {
pigment { color RCOLOUR }
finish { ambient 0.3 diffuse 0.3 phong Rand_Normal( 0.5, 0.2, RdmC ) }
}
}
#end // if
#declare k = k+1;
#end // while k
#declare j = j+1;
#end // while j
#declare i = i+1;
#end // while i
camera {
location 28*y
direction -y
right 0.4*x
up 0.4*z
rotate 20*x
rotate -30*z
translate -0.5*z
}
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