tetrahedron 的定义
plural tet·ra·he·drons, tet·ra·he·dra [te-truh-hee-druh]. /ˌtɛ trəˈhi drə/.
- Geometry. a solid contained by four plane faces; a triangular pyramid.
- any of various objects resembling a tetrahedron in the distribution of its faces or apexes.
更多tetrahedron例句
- Furthermore, in 1980 Hans Debrunner showed that any tetrahedron that tiles space must have a Dehn invariant of 0 — the same as a cube.
- The tetrahedron is the simplest three-dimensional shape with flat sides.
- It establishes that there are exactly 59 isolated examples plus two infinite families of tetrahedra that meet this condition.
- On the cube, tetrahedron, octahedron and icosahedron, any straight path that starts and ends on the same vertex must pass through some other vertex along the way.
- Imagine starting from a vertex of a tetrahedron and heading out on a straight path along a face.
- Kailas turns a sharp edge to the north, and from here the peak resembles a tetrahedron more than ever.
- The most simple of all would have been the tetrahedron, or pyramid built upon a triangular base.
- At the vertices of a regular tetrahedron may be found such points.
- Above the tetrahedron is a balloon-shaped figure, apparently drawn into shape by the attraction of the tetrahedron.
- This puzzle concerns the painting of the four sides of a tetrahedron, or triangular pyramid.