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Different descriptions of the stacking disorder of the so-called “cubic” phase “ice I c ” and stacking-faulted hexagonal ice I h  exist. We present an overview of the effect of different stacking disorder interaction ranges  s  from  s  = 2 to  s  = 4 after Jagodzinski on the (neutron) powder diffraction patterns of stacking-disordered ice I, which we propose to name ice I ch . We fit in a systematic approach simulated diffraction data of ice I ch  for  s  up to 4 with a multi-peak approach. In this way we allow for estimating the relative proportion of cubic sequences in the stacking sequences by using readily accessible observables of a diffraction pattern.

Approximations to the full description of stacking disorder in ice I for powder diffraction