Geocentrisme : Diferéncia entre lei versions

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m Undid edits by 217.126.82.197 (talk) to last version by Ricou31
Linha 6 :
 
== Grècia classica ==
Lo modèl geocentric fa partit de l'astronomia e de la [[filosofia]] grègas de fòrça lèu, qu'es ja present dins la filosofia [[Socrates|presocratica]]; dos fenomèns, aisidament observables, semblava piejar l'idèa que la Tèrra èra al centre de l'univèrs. Lo primièr es que lo Solelh, las estrelas e las planetas semblan virar a l'entorn de la Tèrra, que dins las contradas septentrionalas o fa de contunh e dins aquelas anant fins a l'[[Eqüator terrèstre|eqüator]] sortissent e trescolant cada jorn.<ref>Thomas S. Kuhn, ''The Copernican Revolution'', pp. 5-20</ref> Lo segon, la percepcion abituala que la Tèrra es solida e establa, e que se mòu pas mas que demora immobila.
 
Al sègle VI ApC, [[Anaximandre de Milet]] prepausèt una cosmologia ont la Tèrra èra configurada coma un [[Cilindre (geometria)|cilindre]] situat sus la partida superiora al centre de tot. Lo Solelh, la [[Luna]] e las planetas eren ficadas sus de ròdas invisiblas que a l'entorn la Tèrra; per aqueles orificis, los èssers umans podava veire lo fuòc amagat en arrièra. Gaireben a la meteissa epòca, e a partir de l'observacion dels [[Eclipsi solar|eclipsis]], los [[Pitagòras|pitagoricians]] deduguèron que la Tèrra èra una [[esfèra]], mai qu'èra pas al centre e que se moviá a l'entorn d'un fuòc invisible. Mai tard, aquelas doass visions se combinèron, e a partir del sègle IV AbC los grècs mai cultivats pensavan que la Tèrra èra una esfèra al centre de l'univèrs.
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Al sègle V AbC, dos influents filosòfs grècs, [[Platon]] e son discípol [[Aristòtel]], faguèt d'òbras escrichas basats sul modèl geocentric. Segon Platon, la Tèrra èra una esfèra, immobila al centre de l'univèrs, e las estrelas e planetas se trobavan a son entorn sus d'esfèras o de cercles, seguent l'òrdre seguent (de l'interior cap a l'exterior): Luna, Solelh, [[Vènus (planeta)|Vènus]], [[Mercuri (planeta)|Mercuri]], [[Mart (planeta)|Mart]], [[Jupitèr (planeta)|Jupitèr]], [[Saturne (planeta)|Saturne]] e las estrelas fixas. Lo ''[[Mite d'Èr]]'', dins ''[[La Republica]]'', Platon descriu el [[cosmòs]] coma l"Axe de la necessitat", servit per las [[Serena (mitologia)|Serenas]] e les tres [[Moiras]]. [[Eudox de Cnidos]], que trabalhava amb Platon, dona una explicacion mens mitica e mai matematica del movement de las planetas, se basant sus l'afirmacion de Platon que totes los fenomèns celèsts se pòdon explicar amb un movement circular unifòrme. Aristòtel aprigondiguèt lol sistema d'Eudox: la Tèrra esferica es al centre de l'univèrs, e totes los corsos celèsts son encastats dins 56 esfèras concentricas (Lo nombre es tan gran perque cal diferentas esfèras transparentas per cada planeta) que viran a l'entorn de la Tèrra. La Luna, es sus a l'esfèra mai interiora, dintra en contacte amb lo règne de la Tèrra e n'es perticada, causa que provòca las tacas escuras e las [[Fasa lunara|fasas lunaras]]; alara, es pas tan perfiècha que los autres corses celèsts, que brilhan de la lor lutz.
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La cresença dins lo modèl geocentric se basava en granda partida sus diferentas observacions importantzs. D'en primièr, se la Tèrra se de vertat se mouriá, seriá possible d'observar lo cambiament de posicion de las estrelas fixas a causa del [[parallaxi]], es a dire, que las formas de las [[Constellacion|constellacions]] deurián cambiar fòrça pendent l'an, mas las estrelas son tan alunhadas que lor cambiament de posicion ven indetectable. La parallaxi estelara foguèt detectada al sègle XIX, coma las estrelas efectivament son tant alunhadas de la Tèrra que l'efècha es fòcha petit, de biais que los grècs se tancavan a l'explicacion mai simpla: la Tèrra se mòu pas, e la manca de parallaxi foguèt considerat coma una deca basica per quina que siá teoria no geocentrica.
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tabindex="0"><svg class="gb_Ue" focusable="false" viewbox="0 0 24 24"><path d="M6,8c1.1,0 2,-0.9 2,-2s-0.9,-2 -2,-2 -2,0.9 -2,2 0.9,2 2,2zM12,20c1.1,0 2,-0.9 2,-2s-0.9,-2 -2,-2 -2,0.9 -2,2 0.9,2 2,2zM6,20c1.1,0 2,-0.9 2,-2s-0.9,-2 -2,-2 -2,0.9 -2,2 0.9,2 2,2zM6,14c1.1,0 2,-0.9 2,-2s-0.9,-2 -2,-2 -2,0.9 -2,2 0.9,2 2,2zM12,14c1.1,0 2,-0.9 2,-2s-0.9,-2 -2,-2 -2,0.9 -2,2 0.9,2 2,2zM16,6c0,1.1 0.9,2 2,2s2,-0.9 2,-2 -0.9,-2 -2,-2 -2,0.9 -2,2zM12,8c1.1,0 2,-0.9 2,-2s-0.9,-2 -2,-2 -2,0.9 -2,2 0.9,2 2,2zM18,14c1.1,0 2,-0.9 2,-2s-0.9,-2 -2,-2 -2,0.9 -2,2 0.9,2 2,2zM18,20c1.1,0 2,-0.9 2,-2s-0.9,-2 -2,-2 -2,0.9 -2,2 0.9,2 2,2z"></path></svg></a></nowiki><nowiki><div class="gb_Ra"></div></nowiki><nowiki><div class="gb_Qa"></div></nowiki><nowiki></div></nowiki><nowiki></div></nowiki><nowiki></div></nowiki><nowiki><div class="gb_Ea gb_ed gb_yg gb_g gb_rb gb_Jf"><div class="gb_If gb_Ja gb_yg gb_g"><a class="gb_B gb_Da gb_g" aria-label="Cuenta de Google: Joan Ignasi Rios Gil &amp;#10;(joanignasi.rios76@vilanova.escolateresiana.com)" href="https://accounts.google.com/SignOutOptions?hl=es&amp;amp;continue=https://classroom.google.com/u/0/c/Mzc4MjMxMzU0NzVa" role="button" tabindex="0"><span class="gb_xa gbii" aria-hidden="true"></span></nowiki><nowiki></a></nowiki><nowiki><div class="gb_Ra"></div></nowiki><nowiki><div class="gb_Qa"></div></nowiki><nowiki></div></nowiki><nowiki><div class="gb_Sa gb_D gb_j gb_Ta" aria-label="Información de la cuenta" aria-hidden="true"><div><div class="gb_Xa gb_Wa"><span id="gbpbt">Esta cuenta la gestiona <span>vilanova.escolateresiana.com</span></nowiki>.<nowiki></span></nowiki><nowiki><span aria-hidden="true">&</nowiki>#32;<nowiki></span></nowiki><nowiki><a class="gb_0a" href="https://www.google.com/support/accounts/bin/answer.py?answer=181692&amp;amp;hl=es" aria-describedby="gbpbt" target="_blank">Más información</a></nowiki><nowiki></div></nowiki><nowiki></div></nowiki><nowiki><div class="gb_2a"><div class="gb_3a"><div 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Encara, Vènus mòstra pauc de variacions de brilhança, e d'aquí se deduguèt que se trobava sempre a la mateissa distància de la Tèrra, fach que s'explica melhor amb un model geocentric qu'amb un d'eliocentric, mai que en realitat es a causa del fach que la pèrda de luminositat produsida per sas fasas es compensada per l'aument de sa talha aparenta a causa sa distància variable de la Tèrra.
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E mai, per afortit la teoria i aviá la idèa, plantejada per Aristòtel, que l'estat natural dels objèctes pesucs, coma la Tèrra, es lo repaus, e que per èsser desplaçar se cal una mena de fòrça. Se cresiá també que la rotacion de la Tèrra sus son [[Axe de la Tèrra|axe]] fasiá que l'[[Atmosfèra (Tèrra)|atmosfèra]], e los objèctes que s'i trobavan, com los [[Nívol|nívols]] e los [[Ausèl|ausèls]], demorarián enré.
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Pasmens, un dels problèmas principals dels modèls d'Eudox e d'Aristòtel, basats sus d'esfèras concentricas, èra que se podava pas explicar los cambiaments en la brilhança de las planetas, causats per lor distància variabla.
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== Sistema ptolemaíc ==
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[[Fichièr:Bartolomeu_Velho_1568.jpg|vinheta|''Representacion dels corses celèsts'', illustracion de 1568 del sistèma geocentric ptolemaíc del cosmograf e cartograf portugués Bartolomeu Velho (Bibliotèca nacionale de França, París)]]
Que que siá los principis del geocentrisme grèc establits per Aristòtel, son sistema foguèt pas considerat coma estandard, a diferéncia del de [[Claudi Ptolemèu]], desenvolupat al sègle II. Son òbra astronomica màger, l'''[[Almagèst]]'', èra a la cima dels sègles de trabalh del astronòmas ellenics e [[Babilònia|babilonians]], e, pendnet mai d'un millenari, los astronòmas [[Euròpa|europèus]] e de l'[[Islam]] l'acceptèron coma modèl cosmologic valable. Es a causa de son influéncia que lo sistema ptolemaíc es vist a vegada coma sinonime del modèl geocentric.
 
Ptolemèu afirmava que la tèrra èra al centre de l'univèrs, a partir de la simpla observacion que, a tot instant, la mitat de las estrelas es trobavan sus l'[[Orizont|oritzont]] e l'autra mitat sota d'el, e de la cresença que totas elas se trobavan a la matessaa distància del centre de l'univèrs. Se la Tèrra se desplaçava al respècte del centre, la proporcion entre las estrelas visiblas e las no visiblas cambiariá.<ref name="earthatcentre">Argument esmentat al llibre I, capítol 5è de l'''Almagest''</ref>
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[[Fichièr:Ptolemaic_elements.svg|vinheta|La planèta se mòu sus l'epicicle (linha en puntejats pichons), qu'a son torn se mòu sul deferent (linha en puntejats grands). Lo centre del deferent es X, mas lo movement angular de l'epicicle es unifòrme sonque al respècte del punt •, qu'es l'equant]]
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Dins lo sistèma ptolemaíc, cada planeta se mòu per cinc o mai esfèras; una d'elas n'es lo [[deferent]], un cercle al centre del que i a un punt situat entre l'[[equant]] e la Tèrra. Una autra esfèra es l'[[epicicle]], ancorat dins lo deferent, e ont la planeta es ancorada. Lo deferent vira a l'entorn de la Tèrra, alara que l'epicicle vira dins lo deferent, fasent que la planeta se mòu mai luènh o mai prèp de la Tèrra en diferents punts de son [[orbita]], e tanben pòt s'alentir, s'arestat e retrocedir ([[Movement retrograd|moviment retregrad]]). Los epicicles de Vènus e Mercuri son sempre centrats sus una linha entre la Tèrra e lo Solelh (amb Mercuri mai prèp de la Tèrra), çò qu'explica que son sempre tant près dins lo cèl.
 
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[[Fichièr:Bartolomeu_Velho_1568.jpg|vinheta|''Representacion dels corses celèsts'', illustracion de 1568 del sistèma geocentric ptolemaíc del cosmograf e cartograf portugués Bartolomeu Velho (Bibliotèca nacionale de França, París)]]
 
L'òrdre ptolemaic de las esfèras, a partir de la Tèrra, es lo seguent:
#
# Luna
# Mercuri
# Vènus
# Solelh