regular octahedron造句
例句與造句
- A regular octahedron is the dual polyhedron of a cube.
- The intersection of the two forms a regular octahedron.
- It can be decomposed into two equal regular tetrahedra and a regular octahedron.
- The smallest scalenohedron has 8 faces and is topologically identical to the regular octahedron.
- Its vertex figure is a regular octahedron.
- It's difficult to find regular octahedron in a sentence. 用regular octahedron造句挺難的
- It has a regular octahedron core, and shares the same 8 vertices with the cube.
- Geometrically these points correspond to the vertices of a regular octahedron when aligned with the Cartesian axes.
- Eight of these irregular octahedra can be attached to the triangular faces of a regular octahedron to obtain the cuboctahedron.
- Layer " 2 " is a 2-sphere circumscribing a regular octahedron whose edges have length 1.
- It can be extended with further handles, converging towards the expanded regular octahedron ( in Schoen's categorisation)
- For example, the cube and the regular octahedron share the same symmetry, as do the regular dodecahedron and icosahedron.
- This shows that its edges are all the same length ( root two ), which makes it a regular octahedron.
- This dual can be formed from the graph of a regular octahedron by replacing each edge with a bundle of three parallel edges.
- From this we can immediately construct the largest possible octahedron, as a regular octahedron can be made from three mutually perpendicular squares.
- Eric Weisstein, prisms, and the uniform antiprisms ( overlapping with the cube as a prism and regular octahedron as an antiprism ).
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