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复数形式
octahedra
1
八面体, 八面體
a geometric figure with eight triangular faces, twelve edges, and six vertices
- The faces of an octahedron are all equilateral triangles, and each vertex is the meeting point of four triangles.
八面体的面都是等边三角形,每个顶点是四个三角形的交汇点。
- The eight faces of an octahedron divide space into regions that are congruent to tetrahedra.
八面体的八个面将空间分割成与四面体全等的区域。
- The vertices of an octahedron can be inscribed in a cube, forming a relationship between these two geometric shapes.
八面体的顶点可以内接于一个立方体,形成这两种几何形状之间的关系。
- The regular octahedron is one of the five Platonic solids, characterized by identical faces, edges, and angles.
正八面体是五种柏拉图立体之一,其特征是相同的面、边和角。
- The dual of an octahedron is a cube, and vice versa, forming a pair of dual polyhedra.
八面体的对偶是立方体,反之亦然,形成一对对偶多面体。