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regular polyhedron中文是什么意思

  • 规则多面体
  • 正多面体
  • 正则多面体

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  • 例句与用法
  • Through origami , we can see that kaleiodocycles are more closely related to regular polyhedra in terms of structure
    通过摺纸制作,我们可以看出在结构上万花环与正多面体之间的关系更大。
  • We can obtain the same shape by truncating regular polyhedra belonging to the same grouping in a certain manner
    适当地将同一组多面体的角切割或将面改变(例如建立球形网格) ,所得到的结果是相同的。
  • The symmetries possessed by regular polyhedra allow us to create an image of the entire regular polyhedron by using only one of its faces plus a handful of mirrors
    基于正多面体的对称性,我们可以只用一个面加上镜子反射来重组整个正多面体。
  • The symmetries possessed by regular polyhedra allow us to create an image of the entire regular polyhedron by using only one of its faces plus a handful of mirrors
    基于正多面体的对称性,我们可以只用一个面加上镜子反射来重组整个正多面体。
  • We can obtain the same shape by truncating regular polyhedra belonging to the same grouping in a certain manner . this property is called the duality of regular polyhedra
    适当地将同一组多面体的角切割或将面改变例如建立球形网格,所得到的结果是相同的。
  • This form of construction is strong and has the additional advantage of enclosing a given volume with the least possible use of materials . geodesic domes are actually derived from regular polyhedra . those that are derived from the dodecahedron and the icosahedron have joints where 5 distinct triangles meet
    由正十二或正二十面所建而成的短程线圆顶特色是当中的一些接驳点由五个三角形组成而由正八面体所建立的圆顶则可以分割成四分之一或四分之三个。
  • This form of construction is strong and has the additional advantage of enclosing a given volume with the least possible use of materials . geodesic domes are actually derived from regular polyhedra . those that are derived from the dodecahedron and the icosahedron have joints where 5 distinct triangles meet
    由正十二或正二十面所建而成的短程线圆顶特色是当中的一些接驳点由五个三角形组成;而由正八面体所建立的圆顶则可以分割成四分之一或四分之三个。
  • 更多例句:  1  2
  • 英文解释
  • 百科解释
A regular polyhedron is a polyhedron whose faces are congruent regular polygons which are assembled in the same way around each vertex. A regular polyhedron is highly symmetrical, being all of edge-transitive, vertex-transitive and face-transitive - i.
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Last modified time:Mon, 18 Aug 2025 00:29:56 GMT

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