Fayl:Newton revolving orbit 3rd subharmonic e0.6 240frames smaller.gif

Newton_revolving_orbit_3rd_subharmonic_e0.6_240frames_smaller.gif(320 × 300 piksel, fayl hajmi: 2,58 MB, MIME tipi: image/gif, looped, 240 frames, 24 soniya)

Ushbu fayl Vikiomborga yuklangan boʻlib, boshqa loyihalarda ham qoʻllanilishi mumkin. Uning tavsif sahifasidan olingan maʼlumot quyida keltirilgan.

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Taʼrif Illustration of Newton's theorem of revolving orbits, showing the 3rd subharmonic of the classical Kepler orbit with eccentricity 0.6 (shown as a yellow ellipse). Made by me using Blender on 19 January 2008.
Sanasi
Manba Oʻzimning ishim
Muallif WillowW
 
This animation was created with Blender by GIF.

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I, the copyright holder of this work, hereby publish it under the following licenses:
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This file is licensed under the Creative Commons Attribution 3.0 Unported license.
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  • atribut – Siz tegishli litsenziyaga havolani taqdim etishingiz va oʻzgartirishlar kiritilganligini koʻrsatishingiz kerak. Siz buni har qanday oqilona yoʻl bilan qilishingiz mumkin, lekin litsenziar Sizni yoki Sizning foydalanishingizni ma'qullashini taklif qiladigan tarzda emas.
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tasvirlangan ob'ekt

19 Yanvar 2008

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Fayl tarixi

Faylning biror paytdagi holatini koʻrish uchun tegishli sana/vaqtga bosingiz.

Sana/VaqtMiniaturaOʻlchamlariFoydalanuvchiIzoh
joriy03:26, 21-Yanvar 200803:26, 21-Yanvar 2008 dagi versiya uchun tasvir320 × 300 (2,58 MB)WillowWUpdated version with cyan circle to show that all three planets are always at the same radius from the central sun.
01:43, 21-Yanvar 200801:43, 21-Yanvar 2008 dagi versiya uchun tasvir290 × 300 (1,29 MB)WillowWHopefully, a better illustration of Newton's theorem of revolving orbits, with three planets, red, blue and green.
20:26, 19-Yanvar 200820:26, 19-Yanvar 2008 dagi versiya uchun tasvir300 × 300 (1,33 MB)WillowW{{Information |Description=Illustration of Newton's theorem of revolving orbits, showing the 3rd subharmonic of the classical Kepler orbit with eccentricity 0.6 (shown as a yellow ellipse). Made by me using Blender on 19 January 2008. |Source=self-made |

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