{"id":11940,"date":"2010-03-21T13:18:57","date_gmt":"2010-03-21T11:18:57","guid":{"rendered":"http:\/\/www.lovendal.net\/wp52\/?p=11940"},"modified":"2010-03-21T13:18:57","modified_gmt":"2010-03-21T11:18:57","slug":"ce-univers-coerent-avem-cine-mai-crede-in-coincidente","status":"publish","type":"post","link":"https:\/\/www.lovendal.ro\/wp52\/ce-univers-coerent-avem-cine-mai-crede-in-coincidente\/","title":{"rendered":"Ce Univers coerent avem! Cine mai crede \u00een coinciden\u0163e?"},"content":{"rendered":"<p><a href=\"https:\/\/www.lovendal.ro\/wp52\/wp-content\/uploads\/2010\/03\/Univers-2000.jpg\"><img loading=\"lazy\" decoding=\"async\" class=\"alignleft size-full wp-image-11941\" title=\"Univers 2000\" src=\"https:\/\/www.lovendal.ro\/wp52\/wp-content\/uploads\/2010\/03\/Univers-2000.jpg\" alt=\"Univers 2000\" width=\"292\" height=\"234\" \/><\/a>Parametrii fizici ai Universului au pus \u00een eviden\u0163\u0103 o serie de coinciden\u0163e remarcabile. \u00cen anii 1930, Sir Arthur Eddington \u015fi Paul Dirac au observat c\u0103 raportul dintre for\u0163a electric\u0103 \u015fi for\u0163a gravita\u0163ional\u0103 este de aproximativ 10<sup> 40<\/sup>, iar raportul dintre m\u0103rimea observabil\u0103 a Universului \u015fi m\u0103rimea particulelor elementare este \u015fi el aproximativ 10<sup> 40<\/sup>. Acest lucru este cu at\u00e2t mai surprinz\u0103tor datorit\u0103 faptului c\u0103 primul raport ar trebui s\u0103 fie constant (se presupune c\u0103 cele dou\u0103 for\u0163e sunt constante), pe c\u00e2nd al doilea se schimb\u0103 (din moment ce Universul se afl\u0103 \u00een expansiune).<\/p>\n<p>\u00cen \u201eipoteza cifrelor mari&#8221;, Dirac a avansat ideea c\u0103 acordul dintre cele dou\u0103 raporturi, unul variabil, cel\u0103lalt nu, nu este o simpl\u0103 coinciden\u0163\u0103 temporar\u0103. Dar dac\u0103 aceast\u0103 coinciden\u0163\u0103 este mai mult dec\u00e2t temporar\u0103, asta \u00eenseamn\u0103 fie c\u0103 Universul nu se extinde, fie c\u0103 for\u0163a gravita\u0163ional\u0103 variaz\u0103 \u00een concordan\u0163\u0103 cu expansiunea lui.<\/p>\n<p>Alte coinciden\u0163e privesc raportul dintre particulele elementare \u015fi lungimea Planck (care este 10<sup> 20<\/sup>) \u015fi num\u0103rul de nucleoni din Univers (\u201eNum\u0103rul lui Eddington&#8221;, aproximativ 2 x 10<sup> 79<\/sup>). Sunt cifre foarte mari, \u015fi totu\u015fi pe baza lor pot fi construite numere armonice. (Num\u0103rul lui Eddington, de exemplu, este aproximativ egal cu p\u0103tratul lui 10<sup> 40<\/sup>).<\/p>\n<p>Recent, fizicianul Lee Smolins a descoperit \u015fi alte coinciden\u0163e numerice. Observa\u0163iile arat\u0103 c\u0103 radia\u0163ia microundelor cosmice de fundal este dominat\u0103 de un v\u00e2rf mare, urmat de v\u00e2rfuri armonice mai mici. Seria se \u00eencheie la cea mai mare lungime de und\u0103, pe care Smolins o nume\u015fte R. C\u00e2nd R este \u00eemp\u0103r\u0163it\u0103 la viteza luminii, ob\u0163inem o valoare a timpului care concord\u0103 cu v\u00e2rsta Universului. C\u00e2nd viteza luminii este \u00eemp\u0103r\u0163it\u0103 la r\u00e2ndul ei la R, ob\u0163inem o frecven\u0163\u0103 care echivaleaz\u0103 cu un ciclu peste v\u00e2rsta Universului. Iar viteza luminii la p\u0103trat \u00eemp\u0103r\u0163it\u0103 la R (c<sup>2<\/sup>\/R) d\u0103 o valoare a accelera\u0163iei \u00een Univers corespunz\u0103toare cu accelera\u0163ia observat\u0103 \u015fi atribuit\u0103 energiei \u00eentunecate!<\/p>\n<p>Menas Kafatos \u015fi Robert Nadeau au ar\u0103tat c\u0103 multe dintre coinciden\u0163e pot fi interpretate, pe de o parte, prin prisma rela\u0163iilor dintre masa particulelor elementare \u015fi num\u0103rul total al nucleonilor din Univers, iar pe de alt\u0103 parte, prin prisma rela\u0163iei dintre constanta gravita\u0163ional\u0103, \u00eenc\u0103rc\u0103tura electronului, constanta lui Planck \u015fi viteza luminii. Apar rela\u0163ii care nu variaz\u0103 \u00een raport cu scala. Parametrii fizici ai Universului se dovedesc a fi \u00een general propor\u0163ionali cu dimensiunile lui generale.<\/p>\n<p>Coeren\u0163a parametrilor numerici ai Universului este completat\u0103 de coeren\u0163a valorilor legilor universale care guverneaz\u0103 interac\u0163iunile \u00een spa\u0163iu \u015fi timp: \u201econstantele universale&#8221;. Coeren\u0163a constantelor implic\u0103 peste treizeci de factori \u015fi o acurate\u0163e considerabil\u0103. Spre exemplu, dac\u0103 viteza de expansiune a Universului incipient ar fi fost cu o miliardime mai mic\u0103 dec\u00e2t a fost, Universul s-ar fi recontractat aproape imediat; dac\u0103 ar fi fost cu o miliardime mai mare, el s-ar fi extins at\u00e2t de repede, \u00eenc\u00e2t ar fi putut s\u0103 produc\u0103 doar gaze diluate, reci. O diferen\u0163\u0103 la fel de mic\u0103 \u00een for\u0163a c\u00e2mpului electromagnetic fa\u0163\u0103 de cea a c\u00e2mpului gravita\u0163ional ar fi \u00eempiedicat existen\u0163a stelelor fierbin\u0163i \u015fi stabile precum Soarele \u015fi, ca urmare, apari\u0163ia vie\u0163ii pe planetele capabile fizic s\u0103 sus\u0163in\u0103 via\u0163a. \u00cen plus, dac\u0103 diferen\u0163a dintre masa neutronului \u015fi a protonului n-ar fi fost exact de dou\u0103 ori mai mare dec\u00e2t masa electronului, n-ar fi putut avea loc nicio rela\u0163ie chimic\u0103 semnificativ\u0103, iar dac\u0103 \u00eenc\u0103rc\u0103tura electric\u0103 a protonilor \u015fi cea a electronilor nu s-ar echilibra cu exactitate, toate configura\u0163iile materiei ar fi instabile \u015fi Universul ar fi alc\u0103tuit doar din radia\u0163ii \u015fi o combina\u0163ie relativ uniform\u0103 de gaze.<\/p>\n<p>Este extrem de improbabil ca aceast\u0103 coeren\u0163\u0103 la scar\u0103 larg\u0103 a Universului s\u0103 fie o simpl\u0103 serie vast\u0103 de \u201ecoinciden\u0163e&#8221;.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Parametrii fizici ai Universului au pus \u00een eviden\u0163\u0103 o serie de coinciden\u0163e remarcabile. \u00cen anii 1930, Sir Arthur Eddington \u015fi Paul Dirac au observat c\u0103 raportul dintre for\u0163a electric\u0103 \u015fi for\u0163a gravita\u0163ional\u0103 este de aproximativ 10 40, iar raportul dintre &#8230; <\/p>\n<p class=\"read-more-container\"><a title=\"Ce Univers coerent avem! Cine mai crede \u00een coinciden\u0163e?\" class=\"read-more button\" href=\"https:\/\/www.lovendal.ro\/wp52\/ce-univers-coerent-avem-cine-mai-crede-in-coincidente\/#more-11940\" aria-label=\"Cite\u0219te mai multe despre Ce Univers coerent avem! Cine mai crede \u00een coinciden\u0163e?\">Cititi mai multe<\/a><\/p>\n","protected":false},"author":1,"featured_media":11941,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[106],"tags":[2973,348,2524,1367,9803,1087],"class_list":["post-11940","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-stiinta","tag-cosmologie","tag-fizica","tag-fizica-cuantica","tag-gravitatie","tag-stiinta","tag-univers","resize-featured-image"],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v23.3 (Yoast SEO v24.2) - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Ce Univers coerent avem! 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