正多面體 的英文怎麼說

中文拼音 [zhēngduōmiàntǐ]
正多面體 英文
platonic solid
  • 正 : 正名詞（正月） the first month of the lunar year; the first moon
  • 面 : Ⅰ名詞1 （頭的前部; 臉） face 2 （物體的表面） surface; top 3 （外露的一層或正面） outside; the ri...
  • 體 : 體構詞成分。
  1. This property is called the duality of regular polyhedra

    這稱為正多面體的二重性。
  2. The attempt to use the five regular solids to ferret out nature's secrets did not succeed.

    用這五種正多面體去探索自然界的秘密的企圖沒有成功。
  3. Buildings that have the appearance of a sphere are called geodesic domes

    所有短程線圓頂均與正多面體有相對應的關系。
  4. Regular polyhedra can be divided into 3 groups

    正多面體有一個特色，可以分成三組。
  5. The edges of a regular polyhedron are always equal

    所有正多面體的邊均只有一種長度。
  6. When sno2 wt % was controlled for 10 %, the square resistance of sn - in2o3 was minimum. through the characterization of in2o3 / sno2 nano powders, some conclusions were drawn : sno2 nano powder is rutile structure, and in2o3 and sn - in2o3 nano powders are cubic structure. in2o3 / sno2 nano powders were well dispersing with spherical uniform grain, and the mean grain was 4 - 50 nm

    通過對inzo3 / snoz納米粉體表徵，得出inzo3 / snoz納米粒子多呈球形、顆粒均勻、分散性良好、組分均勻、純度較高、平均粒徑在4一50lun左右、比表面積達67一156mz / g ; snoz納米粉為正四面體金紅石結構， inzo3和sn一inzo3納米粉為體心立方結構。
  7. There exist only five polyhedra whose faces are all congruent regular polygons, and where the same number of faces meet at every vertex

    以下五種正多面體，每種都由同樣大小的等邊形組成，並且每個端點都有相同數目的等邊形相接：
  8. A cube is a regular solid

    立方體是正多面體。
  9. Put some other objects in the mirror well and see how the regular polyhedron changes

    隨意放進其他物件，看看正多面體的變化。
  10. 3. put some other objects in the mirror well and see how the regular polyhedron changes

    3 .隨意放進其他物件，看看正多面體的變化。
  11. Let s see how many regular polyhedra you can make from the components in this exhibit

    1 .請你利用展品中的組件，看看能夠製作多少個不同的正多面體？
  12. Triacon division is to divide each triangle edge into n 2m pieces where m is some positive integer. lines are then drawn perpendicular to the triangle edges to form the new triangle grid

    三十面分解法是將正多面體的三角形面的每邊切成n 2m份m是任何整數，然後把與三角形面的邊垂直的線連接來產生新的網格。
  13. There are 2 methods in dividing the surfaces : alternate division class i and triacon division class ii. alternate division is to divide the equilateral triangle into n2 smaller equilateral triangles by breaking each edges into n pieces and connecting the breaking points with lines parallel to the triangle edges

    分解方法有兩種交錯分解法i類以及三十面分解法ii類，交錯分解法是將正多面體上的正三角形面每邊切成n份並把分解點連成和大正三角形的邊平行的直線，使正三角形面分解成n2個較小的正三角形面。
  14. To improve the roundness of the polyhedron, we can divide the edges into shorter lengths and raise the points of division to a geodesic on the surface of a sphere

    由於正多面體不太圓，在每個面上增加連接棒相當于短程線可令圓度增加。
  15. Five regular polyhedron solutions are given by analysing commonness of other special solutions of n - body problem

    摘要分析n體問題一些特解的共性，給出5個正多面體解。
  16. This was disovered by the greek philosopher plato about 2, 400 years ago. so these solids are collectively known as the platonic solids

    希臘哲學家柏拉圖約在2 ， 400年前已發現正多面體只有五種，因此這五種多面體便被統稱為柏拉圖方體。
  17. 1. let s see how many regular polyhedra you can make from the components in this exhibit

    1 .請你利用展品中的組件，看看能夠製作多少個不同的正多面體？
  18. Look at the pattern formed. can you create an image of a regular polyhedron by means of mirror reflections

    2 .觀看鏡像所形成的圖案，你能否製作出正多面體？
  19. Through origami, we can see that kaleiodocycles are more closely related to regular polyhedra in terms of structure

    通過摺紙製作，我們可以看出在結構上萬花環與正多面體之間的關系更大。
  20. There exist only five polyhedra whose faces are all congruent regular polygons, and where the same number of faces meet at every vertex. this was disovered by the greek philosopher plato about 2, 400 years ago

    希臘哲學家柏拉圖約在2 ， 400年前已發現正多面體只有五種，因此這五種多面體便被統稱為柏拉圖方體。
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