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Acronymtabatch
Nametruncatedbitruncated-cubic-honeycomb
Confer
extremal cases:
batch  rebatch  
general polytopal classes:
isogonal  

Truncation would result in 3 different edge sizes in the outcome isohedral polychoron. That one here is scaled such so that the shorter specified one becomes unity.Then the larger specified edge will have sizeb=sqrt(3/2). The third one would be the arbitrary expansion sizey (wrt. the rectified extremum, i.e. corresponding to the arbitrary truncation depth).In fact, fory=0 this results again inrebatch, whiley → ∞ results again in the pre-imagebatch(rescaled back down accordingly).


Incidence matrix according toDynkin symbol

xo4ya3ay4ox&#zb   (N → ∞)   → height = 0,                              y > 0 (arbitrary expansion size),                              a = y + 3/sqrt(2) (pseudo),                              b = sqrt(3/2) = 1.224745(b-lacedtegum sum of 2 inverted (x,y,a)-grichs)o.4o.3o.4o.     & | 24N |   1   1   2 |  1   3  2 | 3  1------------------+-----+-------------+-----------+-----x. .. .. ..     & |   2 | 12N   *   * |  1   2  0 | 2  1  x.. y. .. ..     & |   2 |   * 12N   * |  1   0  2 | 3  0  yoo4oo3oo4oo&#b    |   2 |   *   * 24N |  0   2  1 | 2  1  b------------------+-----+-------------+-----------+-----x.4y. .. ..     & |   8 |   4   4   0 | 3N   *  * | 2  0  ditetragon x4yxo .. .. ..&#b  & |   3 |   1   0   2 |  * 24N  * | 1  1  isot ox&#b.. ya3ay ..&#zb   |  12 |   0   6   6 |  *   * 4N | 2  0  dihexagon y6b------------------+-----+-------------+-----------+-----xo4ya3ay ..&#zb & |  72 |  24  36  48 |  6  24  8 | N  *dittoexo .. .. ox&#b    |   4 |   2   0   4 |  0   4  0 | * 6N  (x,b)-disphenoid

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