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kozmoforum.hu Tudományos és ismeretterjesztő beszélgetések az Életről, a Világmindenségről, meg Mindenről. 2017-07-26T16:03:59+02:00 https://www.teszt.kozmoforum.hu/feed.php?f=25&t=306 2017-07-26T16:03:59+02:00 2017-07-26T16:03:59+02:00 https://www.teszt.kozmoforum.hu/viewtopic.php?t=306&p=12665#p12665 <![CDATA[Re: Izotróp univerzum?]]> Statisztika: Elküldve Szerző: G.Á — 2017.07.26. 16:03

]]> 2017-03-03T19:13:17+02:00 2017-03-03T19:13:17+02:00 https://www.teszt.kozmoforum.hu/viewtopic.php?t=306&p=11259#p11259 <![CDATA[Re: Izotróp univerzum?]]> Statisztika: Elküldve Szerző: Antares — 2017.03.03. 19:13

]]> 2017-03-02T10:24:50+02:00 2017-03-02T10:24:50+02:00 https://www.teszt.kozmoforum.hu/viewtopic.php?t=306&p=11241#p11241 <![CDATA[Re: Izotróp univerzum?]]> Statisztika: Elküldve Szerző: takacs.ferenc.bp — 2017.03.02. 10:24

]]> 2017-02-25T16:52:38+02:00 2017-02-25T16:52:38+02:00 https://www.teszt.kozmoforum.hu/viewtopic.php?t=306&p=11175#p11175 <![CDATA[Izotróp univerzum?]]>

Az ábrán 'O' jelű megfigyelőt izotróp eloszlással részecskék érik.
Ezt az idilli helyzetet bonyolítsuk meg annyival, hogy a megfigyelőtől nagyon nagy távolságban, a tér egy adott tartományában legyenek a részecskéket szóró 'S' objektumok.
Feltételezve hogy a szórócentrumok ritkák, --vagyis jó közelítéssel a részecskék legfeljebb egyszer szóródnak-- meg tudjuk-e állapítani, hogy az univerzumunk anizotróp-e, vagyis ki tudjuk-e mérni a szórócentrumok jelenlétét?

Statisztika: Elküldve Szerző: G.Á — 2017.02.25. 16:52

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