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Figure 16
Geometric relations for the zb-structure along the [110] growth vector. The UC in the {110} plane is shown by a dotted dark-green line. The unit area [A^{\hexagon}] (grey–green) for the {110} plane is defined by the area of a six-membered ring. The distance increments required for calculating the lengths of the {100} and {110} inter­faces are shown by sIF,111 and sIF,100, respectively (dark yellow), together with their respective offsets s[_{\rm IF,111}^{\rm offset-I}], s[_{\rm IF,111}^{\rm offset-II}] and s[_{\rm IF,001}^{\rm offset}]. The offset in NWire width woffset is shown in dark yellow as well. All offset areas are shown in orange, namely, one of the four scalene triangles [A_{{\rm scale}-\triangle}], and one of the two isosceles triangles [A_{{\rm isosc}-\triangle}]. All other length parameters are shown in blue. A scheme of the relevant lattice vectors within the {110} plane is shown on the upper left.

Journal logoSTRUCTURAL SCIENCE
CRYSTAL ENGINEERING
MATERIALS
ISSN: 2052-5206
Volume 78| Part 4| August 2022| Pages 643-664
https://doi.org/10.1107/S2052520622004942
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