File:Elliptic_orbit.gif
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Elliptic_orbit.gif (300 × 300 pixels, file size: 18 KB, MIME type: image/gif, looped, 79 frames, 5.5 s)
Fayera rino rinobva kuWikimedia Commons uye rinogona kushandiswa nemimwe mwishumo. Mutsananguro uri pazanhi remutsananguro we fayera waro wakaratidzwa pazasi.
File:Elliptic orbit.svg is a vector version of this file. It should be used in place of this GIF file when not inferior.
File:Elliptic orbit.gif → File:Elliptic orbit.svg
For more information, see Help:SVG.
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rp | Periapsis' Radius |
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ra | Apoapsis' Radius |
Muchipfupiso
MutsananguroElliptic orbit.gif | Animation showing the motion of a small body (green) in an elliptic orbit around a much more massive body (blue). |
Musi | |
Mabviro | Own work. Rendered with PovRay-3.0, animated with gifsicle. |
Munyori | Brandir |
Mvumo (Kushandisazve fayera) |
Brandir put it under the GFCL and the CC-BY-SA |
Other versions |
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Kurezinesa
I, the copyright holder of this work, hereby publish it under the following licenses:
Permission is granted to copy, distribute and/or modify this document under the terms of the GNU Free Documentation License, Version 1.2 or any later version published by the Free Software Foundation; with no Invariant Sections, no Front-Cover Texts, and no Back-Cover Texts. A copy of the license is included in the section entitled GNU Free Documentation License.http://www.gnu.org/copyleft/fdl.htmlGFDLGNU Free Documentation Licensetruetrue |
This file is licensed under the Creative Commons Attribution-Share Alike 3.0 Unported license. | ||
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This licensing tag was added to this file as part of the GFDL licensing update.http://creativecommons.org/licenses/by-sa/3.0/CC BY-SA 3.0Creative Commons Attribution-Share Alike 3.0truetrue |
This file is licensed under the Creative Commons Attribution-Share Alike 2.5 Spain license.
- Wakasungunuka:
- kugova – kucheza, kugovera ne kutumira basa
- kurhimikisa – kugadzirisa basa
- Pasi pemamiriro anotevera:
- Uzikano – Unofanhira kupa kiredhiti yakakodzeka, ipa kochekero yekune rezinesi, uye ratidza kana zvichinjirudzo zvaitwa. Ita sokudaro zviichienderana nenzira inonzwisisika, asi kwete nenzira ingaratidze zvekudii kuti murezinesi anokutsigira kana kushandiso kwako.
- gova saizvo – If you remix, transform, or build upon the material, you must distribute your contributions under the same or compatible license as the original.
Unokwanisa kusarura rezinesi inoenderana nezvaunoda.
POV-Ray Scene description
POV-ray image description:
/* -------------------------- Elliptical Orbit Animation -------------------------- Created 7 Mar. 2006 */ #include "colors.inc" //Orbit Definition #declare OrbitA=42.164; #declare OrbitE=0.7; //Scene constants #declare EarthRadius=6.356; #declare SatRadius=1.2; #declare OrbitWidth=0.3; #declare LineWidth=0.5/3; #declare Crosslength=1.5; #declare Textscale=9; #declare TextColor=rgb<0,0,0>; #declare PI=3.14159265359; //Variables #declare M=clock*360; #declare prevAnomaly=0; #declare Anomaly=0; #declare PI=3.14159265359; //Anomaly Determination - Solves the equation M=E-e*sin(E) by the iterative method #declare Index=0; #while (Index<20) #declare Anomaly=M*(PI/180)-OrbitE*sin(prevAnomaly); #declare prevAnomaly=Anomaly; #declare Index=Index+1; #end global_settings{ ambient_light 1 } light_source { <-50, 0, -70> color White } camera { orthographic location <OrbitA*OrbitE, 0, -10> look_at <OrbitA*OrbitE, 0, 0> up <0,100,0> right <100,0,0> } plane { <0, 0, 1>, 8 pigment {White} finish{ambient 1 brilliance 0} } //Earth sphere { <0, 0, 0>, EarthRadius pigment { Blue } finish{ ambient 0.3 brilliance 1.2 diffuse 0.8} } //Orbit torus{ OrbitA,OrbitWidth rotate x*90 pigment{ rgb<0.8,0,0> } finish{ ambient 1 brilliance 0 diffuse 0} scale sqrt(1-OrbitE*OrbitE)*y translate x*OrbitA*OrbitE no_shadow } //Sat sphere { <0, 0, -10>, SatRadius pigment { SeaGreen } finish{ ambient 1 brilliance 0 diffuse 0} no_shadow translate <OrbitA*(cos(Anomaly)+OrbitE),OrbitA*sqrt(1-OrbitE*OrbitE)*sin(Anomaly),0> } //Lines #declare crossBars= object{ union{ box{ <-LineWidth,-Crosslength,-LineWidth-7>, <LineWidth,Crosslength,LineWidth-7> } box{ <-Crosslength,-LineWidth,-LineWidth-7>, <Crosslength,LineWidth,LineWidth-7> } rotate z*45 pigment{ TextColor } finish{ ambient 1 brilliance 0 diffuse 0} no_shadow } } box{ <-OrbitA*(1-OrbitE),-LineWidth,-LineWidth-7>, <OrbitA*(1+OrbitE),LineWidth,LineWidth-7> pigment{ TextColor } finish{ ambient 1 brilliance 0 diffuse 0} no_shadow } object{ crossBars } object{ crossBars translate -x*OrbitA*(1-OrbitE) } object{ crossBars translate x*OrbitA*(1+OrbitE) } //Text union{ text { ttf "timesi.ttf" "r" 1, 0 } text { ttf "timesi.ttf" "p" 1, 0 scale 0.5 translate 0.2*x } pigment{ TextColor } finish{ ambient 1 brilliance 0 diffuse 0} scale Textscale translate <-(EarthRadius+0.3*(OrbitA*(1-OrbitE)-EarthRadius))-Textscale/4,Textscale/4,-7> no_shadow } union{ text { ttf "timesi.ttf" "r" 1, 0 } text { ttf "timesi.ttf" "a" 1, 0 scale 0.5 translate 0.2*x } pigment{ TextColor } finish{ ambient 1 brilliance 0 diffuse 0} scale Textscale translate <0.5*OrbitA*(1+OrbitE)-Textscale/4,Textscale/4,-7> no_shadow }
Items portrayed in this file
depicts Chirungu
copyright status Chirungu
copyrighted Chirungu
inception Chirungu
7 Kurume 2006
media type Chirungu
image/gif
Nhoroondo ye fayera
Dzvanya pa musi/nguva kuti uringe fayera sekuoneka kwaraita panguva iyoyo.
Musi/Nguva | Mfananoudoko | Mitandu | Mushandisi | Komenda | |
---|---|---|---|---|---|
parizvino | 23:00, 7 Kurume 2006 | 300 × 300 (18 KB) | Brandir~commonswiki | {{Information| |Description = Animation showing the motion of a small body (green) in an Elliptic Orbit around a much more massive body (blue). |Source = Own work. Rendered with ''PovRay-3.0'', animated with ''gifsicle''. |Date = Created 7. Mar. 2006. |A |
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- Hushandiso pa ar.wikipedia.org
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- Kurs:Algebraische Kurven (Osnabrück 2008)/Vorlesung 7
- Kurs:Vorkurs Mathematik (Osnabrück 2009)/Vorlesung 4
- Kurs:Algebraische Kurven (Osnabrück 2012)/Vorlesung 7
- Quadriken/Planetenbewegung/Kepler/Bemerkung
- Kurs:Algebraische Kurven (Osnabrück 2012)/Vorlesung 7/kontrolle
- Kurs:Analysis (Osnabrück 2013-2015)/Teil I/Vorlesung 2
- Abbildung/Einführende Vorlesung/Ausführlich und umfassend/Textabschnitt
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- Kurs:Analysis (Osnabrück 2013-2015)/Teil I/Vorlesung 2/kontrolle
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- Kurs:Lineare Algebra (Osnabrück 2015-2016)/Teil I/Vorlesung 2
- Kurs:Lineare Algebra (Osnabrück 2015-2016)/Teil I/Vorlesung 2/kontrolle
- Kurs:Grundkurs Mathematik (Osnabrück 2016-2017)/Teil I/Vorlesung 6
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- Kurs:Lineare Algebra (Osnabrück 2017-2018)/Teil I/Vorlesung 2
- Kurs:Algebraische Kurven (Osnabrück 2017-2018)/Vorlesung 7
- Kurs:Lineare Algebra (Osnabrück 2017-2018)/Teil I/Vorlesung 2/kontrolle
- Kurs:Algebraische Kurven (Osnabrück 2017-2018)/Vorlesung 7/kontrolle
- Kurs:Grundkurs Mathematik (Osnabrück 2018-2019)/Teil I/Vorlesung 6
- Kurs:Grundkurs Mathematik (Osnabrück 2018-2019)/Teil I/Vorlesung 6/kontrolle
- Kurs:Mathematik für Anwender (Osnabrück 2019-2020)/Teil I/Vorlesung 3
- Kurs:Mathematik für Anwender (Osnabrück 2019-2020)/Teil I/Vorlesung 3/kontrolle
- Kurs:Mathematik für Anwender (Osnabrück 2019-2020)/Teil I/Repetitorium/Vorlesung 3
- Kurs:Mathematik für Anwender (Osnabrück 2020-2021)/Teil I/Vorlesung 3
- Kurs:Mathematik für Anwender (Osnabrück 2020-2021)/Teil I/Vorlesung 3/kontrolle
- Kurs:Analysis (Osnabrück 2021-2023)/Teil I/Vorlesung 2
- Kurs:Analysis (Osnabrück 2021-2023)/Teil I/Vorlesung 2/kontrolle
- Kurs:Grundkurs Mathematik (Osnabrück 2022-2023)/Teil I/Vorlesung 6
- Kurs:Grundkurs Mathematik (Osnabrück 2022-2023)/Teil I/Vorlesung 6/kontrolle
- Kurs:Vorkurs Mathematik (Osnabrück 2009)/Vorlesung 4/kontrolle
- Kurs:Mathematik für Anwender (Osnabrück 2023-2024)/Teil I/Vorlesung 3
- Kurs:Mathematik für Anwender (Osnabrück 2023-2024)/Teil I/Vorlesung 3/kontrolle
- Hushandiso pa en.wikipedia.org
- Hushandiso pa en.wikibooks.org
- Hushandiso pa en.wikiversity.org
- Hushandiso pa es.wikipedia.org
- Hushandiso pa fa.wikipedia.org
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