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It is clear from this figure that the cross section of computational grid is cubic in longitudinal and transverse directions.
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Figures 5 and 6 show the longitudinal cross section of the computational grid for concentric and eccentric cases, respectively.
Figure 1 shows the cross section of the FDTD computational domain for simulated LED structures.
Mesh boundaries are defined as parametric curves generated using trigonometrical modelling of the axial cross section of the machine while the distribution of computational nodes is performed using algebraic algorithms with transfinite interpolation, post orthogonalisation and smoothing.
A 2D simulation along a cross section of the 3D medium has a much lighter computational load.
Cross section of a cave.
Cross section of a generalized coral polyp.
An ulnar cross section of aff.
Cross section of a V-type engine.
Cross section of corm, showing young leaves.
A cross section of mammalian skin and its underlying structures.
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