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has gloss | eng: This is a table of orthonormalized spherical harmonics that employ the Condon-Shortley phase up to degree l=10. Some of these formulas give the "Cartesian" version. This assumes x, y, z, and r are related to \theta and \varphi\, through the usual spherical-to-Cartesian coordinate transformation: |
lexicalization | eng: Table of spherical harmonics |
instance of | c/Special hypergeometric functions |
Meaning | |
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Czech | |
has gloss | ces: Toto je tabulka sférických harmonik do l=10. |
lexicalization | ces: Tabulka sférických harmonických funkcí |
Italian | |
has gloss | ita: Tavola delle armoniche sferiche Y_l^m(\theta,\varphi) per l = 0, 1, ..., 10 ed m = -l, ..., -1, 0 ,1 ,..., l. |
lexicalization | ita: Tavola delle armoniche sferiche |
Japanese | |
has gloss | jpn: 以下は球面調和関数の表である。(l=10まで) |
lexicalization | jpn: 球面調和関数表 |
Chinese | |
has gloss | zho: 這是一個正交歸一的球諧函數表。陳列在這表裡的球諧函數 Y_l}^m} 包含了 Condon-Shortley 相位,l 是角量子數,m 是磁量子數。球坐標與直角坐標之間的轉換關係是 :x = r \sin\theta\cos\varphi\, , :y = r \sin\theta\sin\varphi\, , :z = r \cos\theta\, 。 |
lexicalization | zho: 球諧函數表 |
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