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File:Epicycle and deferent.svg





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File:Epicycle and deferent.svg
Size of this PNG preview of this SVG file: 560 × 500 pixels. Other resolutions: 269 × 240 pixels | 538 × 480 pixels | 860 × 768 pixels | 1,147 × 1,024 pixels | 2,294 × 2,048 pixels.

Original file(SVG file, nominally 560 × 500 pixels, file size: 9 KB)





Summary

Description
English: Qualitative epicycle-and-deferent model as it was used by Apollonius, Hipparcus, Ptolemy and others in order to explain the apparent retrograde motion of planets in a geocentric model. The small circle in the center represents the Earth; the larger circle centered on the Earth is the deferent; the smaller circle centerd on a point of the deferent is the epicycle (its center is highlighted with a black dot in the drawing, but it was no physical body according to ancient astronomers); the filled red dot is the planet, which is centered on a point of the epicycle; the bold black line represents the actual motion of the planet, resulting from the composition of the double revolution of the deferent around the Earth and of the epicycle around a point of the deferent; the empty red dots are consecutive positions of the planet. As seen from the Earth, the planet seems to move forward (eastbound) from 1 to 2, to stop in 2, to move backwards from 2 to 3, to stop again in 3 and then to resume its normal forward motion.
Italiano: Modello epiciclo-deferente qualitativo. Modelli di questo tipo vennero impiegati da Apollionio, Ipparco, Tolomeo e altri per spiegare i moti retrogradi apparenti dei pianeti nei sistemi astronomici geocentrici. Il piccolo cerchio vuoto al centro rappresenta la Terra; il cerchio più ampio, centrato nella Terra, è il deferente; il cerchio più piccolo, centrato su un punto del deferente, è l'epiciclo (il suo centro è evidenziato con un punto nero nel disegno, ma ad esso non corrispondeva alcun punto fisico nelle concezioni astronomiche degli antichi); il cerchio rosso pieno è il pianeta, che è centrato su un punto dell'epiciclo; la linea nera spessa rappresenta il moto effettivo del pianeta, che risulta dalla composizione della doppia rivoluzione del deferente intorno alla Terra e dell'epiciclo intorno a un punto del deferente; i punti rossi vuoti rappresentano le successive posizioni del pianeta: visto dalla Terra, esso sembra muoversi in avanti (in direzione est) da 1 a 2, fermarsi in 2, muoversi di moto retrogrado da 2 a 3, fermarsi di nuovo in 3 e poi riprendere il suo moto normale.
Date
Source Based upon data from Thomas S. Kuhn, La rivoluzione copernicana (The Copernican Revolution), Einaudi, Torino, 2000, p. 78. Also based upon Epicycle et deferent.png by Julo
Author Own work MLWatts
Other versions Epicycle et deferent.png by Julo
SVG development

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Licensing

This work is ineligible for copyright and therefore in the public domain because it consists entirely of information that is common property and contains no original authorship.

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Spiral Sphere.

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27 June 2013

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Click on a date/time to view the file as it appeared at that time.
Date/TimeThumbnailDimensionsUserComment
current16:50, 27 June 2013Thumbnail for version as of 16:50, 27 June 2013560 × 500 (9 KB)MLWattsCorrected eastbound direction as seen from top of the Earth's North Pole
16:40, 27 June 2013Thumbnail for version as of 16:40, 27 June 2013560 × 500 (9 KB)MLWattsUser created page with UploadWizard



The following pages on the English Wikipedia use this file (pages on other projects are not listed):

Deferent and epicycle

Historical models of the Solar System

Philosophy of science

Science


Global file usage


The following other wikis use this file:

Usage on ar.wikipedia.org

فلسفة العلوم


Usage on as.wikipedia.org

ি 


Usage on id.wikipedia.org

Filsafat ilmu


Usage on it.wikipedia.org

Utente:MLWatts/Sandbox4


Usage on mk.wikipedia.org

Историски модели на Сончевиот Систем


Usage on nl.wikipedia.org

Epicykel

Oud-Griekse astronomie

Polemarchus van Cyzicus


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Ciência


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Kasanthulo


Usage on zh.wikipedia.org





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Retrieved from "https://en.wikipedia.org/wiki/File:Epicycle_and_deferent.svg"
 




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