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Each elementary cell represents an hypercolumn with a pinwheel at its center.
The results of optimization of atom position in elementary cell are demonstrated in Fig. 1.
Therefore, the numerous gas bubble growth processes are represented by the motion of one elementary cell.
Fig. 1 The crystal lattice of graphene and its elementary cell.
We assumed that, on a free surface, growth occurs by increments on one elementary cell.
Fig. 1 3D geometry of the elementary cell of a pillar-based PhC.
Fig. 2. Schematic illustration of (a) cell model and (b) elementary cell.
Primarily, crystals with an elementary cell of arbitrary complexity of structure were considered.
Bloch Floquet waves are assumed to satisfy the quasi-periodicity conditions on the elementary cell.
The design of the elementary cell, based on the principle of Tee-mixers, was carefully optimized.
Several tests performed to optimize the elementary cell of the calorimeter are also described.
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