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Fayil:Geocentric vs geodetic latitude.svg

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English: Shows the difference between angles of latitude for a position on an oblate spheroid (such as the Earth) when using the geocentric (angle β) and geodetic (angle α) coordinate systems. The segment, IP, bisects the angle GPF, where points G and F are the foci of the elliptical cross-section of the spheroid, and is therefore normal to the ellipse at point P.
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Public domain I, the copyright holder of this work, release this work into the public domain. This applies worldwide.
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depicts Turanci

maƙirƙiri

Wasu muhimman ba tare da Wikidata kayayyaki ba

Wikimedia username Turanci: SharkD
sunan mawallafi: SharkD
URL Turanci: https://commons.wikimedia.org/wiki/user:SharkD

farawa

14 Faburairu 2008

Tarihin fayil

Ku latsa rana/lokaci ku ga fayil yadda yake a wannan lokaci

Rana/LokaciWadar sufaKusurwowiMa'aikaciBahasi
na yanzu19:40, 3 ga Maris, 2021Wadar sufa ta zubin 19:40, 3 ga Maris, 2021792 × 792 (52 KB)DatumizerRename some variables. Adjust scale.
21:07, 19 ga Yuli, 2018Wadar sufa ta zubin 21:07, 19 ga Yuli, 2018786 × 786 (32 KB)DatumizerLabel the points differently.
05:36, 6 ga Augusta, 2008Wadar sufa ta zubin 05:36, 6 ga Augusta, 2008300 × 300 (38 KB)Datumizertext too dark
05:34, 6 ga Augusta, 2008Wadar sufa ta zubin 05:34, 6 ga Augusta, 2008300 × 300 (38 KB)Datumizerremoved accidental purple text
05:33, 6 ga Augusta, 2008Wadar sufa ta zubin 05:33, 6 ga Augusta, 2008300 × 300 (38 KB)DatumizerImage is now more readable
04:41, 15 ga Faburairu, 2008Wadar sufa ta zubin 04:41, 15 ga Faburairu, 2008500 × 500 (35 KB)DatumizerSwitched to showing the same coordinate with different angles instead of the same angle with different coordinates.
04:32, 15 ga Faburairu, 2008Wadar sufa ta zubin 04:32, 15 ga Faburairu, 2008500 × 500 (37 KB)DatumizerTry and get rid of background.
04:22, 15 ga Faburairu, 2008Wadar sufa ta zubin 04:22, 15 ga Faburairu, 2008500 × 500 (38 KB)Datumizer{{Information |Description=Shows the difference between latitude coordinates on an oblate spheroid (such as the Earth) when using the geocentric and geodetic coordinate systems. |Source=self-made |Date=2008-02-14 |Author= SharkD |Permissio

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