View source: R/hexify_conversions.R
| hexify_icosa_tri_to_plane | R Documentation |
Transforms icosahedral triangle coordinates to the 2D PLANE representation (unfolded icosahedron). Each triangle is rotated and translated to its position in the unfolded layout.
hexify_icosa_tri_to_plane(
icosa_triangle_face,
icosa_triangle_x,
icosa_triangle_y
)
icosa_triangle_face |
Triangle face number (0-19), integer or vector |
icosa_triangle_x |
X coordinate on triangle face |
icosa_triangle_y |
Y coordinate on triangle face |
Equivalent to 'dggridR' dgPROJTRI_to_PLANE().
The PLANE layout arranges all 20 icosahedral faces into a roughly rectangular region. Faces 0-4 and 5-9 form the upper row, while faces 10-14 and 15-19 form the lower row. Adjacent faces share edges in this representation.
Data frame with columns:
plane_x |
X coordinate in PLANE space (range ~0 to 5.5) |
plane_y |
Y coordinate in PLANE space (range ~0 to 1.73) |
hexify_cell_to_plane for direct cell ID conversion,
hexify_lonlat_to_plane for lon/lat to PLANE
Other coordinate conversion:
hexify_cell_id_to_quad_ij(),
hexify_cell_to_icosa_tri(),
hexify_cell_to_lonlat(),
hexify_cell_to_plane(),
hexify_cell_to_quad_ij(),
hexify_cell_to_quad_xy(),
hexify_grid_cell_to_lonlat(),
hexify_grid_to_cell(),
hexify_icosa_tri_to_quad_ij(),
hexify_icosa_tri_to_quad_xy(),
hexify_lonlat_to_cell(),
hexify_lonlat_to_plane(),
hexify_lonlat_to_quad_ij(),
hexify_quad_ij_to_cell(),
hexify_quad_ij_to_icosa_tri(),
hexify_quad_ij_to_xy(),
hexify_quad_xy_to_cell(),
hexify_quad_xy_to_icosa_tri(),
hexify_roundtrip_test()
# Get PLANE coordinates from triangle coordinates
fwd <- hexify_forward(lon = 2.35, lat = 48.86)
plane <- hexify_icosa_tri_to_plane(
icosa_triangle_face = fwd["face"],
icosa_triangle_x = fwd["icosa_triangle_x"],
icosa_triangle_y = fwd["icosa_triangle_y"]
)
print(plane)
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