File:ZernikePolynome4.png
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Captions
Captions
All 14 Zernike-Functions up to 4th order and one example of sixth order.
Summary[edit]
| Description |
Deutsch: Zernike-Polynome bis zur vierten Ordnung sowie ein Beispiel sechster Ordnung
English: Zernike Polynomials up to fourth order and one example of sixth order. According to Noll's indexing scheme the alternative Nomenclature is Z(0,0)=Z(1), Z(1,1)=Z(2), Z(1,-1)=Z(3), Z(2,0)=Z(4), Z(2,-2)=Z(5), Z(2,2)=Z(6), ... , Z(4,-4)=Z(15), ..., Z(5,5)=Z(20), Z(5,-5)=Z(21), Z(6,0)=Z(22), Z(6,2)=Z(24), Z(6,-2)=Z(23), Z(6,4)=Z(26), Z(6,-4)=Z(25), Z(6,6)=Z(28), Z(6,-6)=Z(27), ... |
| Date | |
| Source |
Own work Deutsch: Selbst erstellt mit Maple 9 |
| Author | R. J. Mathar at de.wikipedia |
| Other versions |
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Licensing[edit]
|
I, the copyright holder of this work, release this work into the public domain. This applies worldwide. In some countries this may not be legally possible; if so: I grant anyone the right to use this work for any purpose, without any conditions, unless such conditions are required by law. |
Original upload log[edit]
The original description page was here. All following user names refer to de.wikipedia.
- 2010-09-20 18:42 R. J. Mathar 2400×3000× (1408023 bytes) {{Information |Beschreibung = Zernike Polynome bis zur vierten Ordnung sowie ein Beispiel sechster Ordnung. |Quelle = Selbst erstellt mit Maple 9 |Urheber = R. J. Mathar |Datum = 2010-09-20 |Genehmigung = |Andere Versionen = ZernikePolynome.png |Anmerkun
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|---|---|---|---|---|---|
| current | 16:46, 21 July 2011 | | 2,400 × 3,000 (4.14 MB) | Leyo (talk | contribs) | {{Information |Description={{de|Zernike-Polynome bis zur vierten Ordnung sowie ein Beispiel sechster Ordnung}} |Source={{own}}<br />{{de|Selbst erstellt mit Maple 9}} |Date={{Date|2010|09|20}} |Author=R. J. Mathar at [http://de.w |
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