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authorTimothy Pearson <kb9vqf@pearsoncomputing.net>2011-12-03 11:05:10 -0600
committerTimothy Pearson <kb9vqf@pearsoncomputing.net>2011-12-03 11:05:10 -0600
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tree1f78ef53b206c6b4e4efc88c4849aa9f686a094d /tde-i18n-ca/docs/kdeedu/kstars/meridian.docbook
parent85ca18776aa487b06b9d5ab7459b8f837ba637f3 (diff)
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-<sect1 id="ai-meridian">
-<sect1info>
-<author
-><firstname
->Jason</firstname
-> <surname
->Harris</surname
-> </author>
-</sect1info>
-<title
->El meridià local</title>
-<indexterm
-><primary
->Meridià local</primary>
-<seealso
->Angle horari</seealso
-> <seealso
->Esfera celest</seealso
-> </indexterm>
-<para
->El meridià local és un <link linkend="ai-greatcircle"
->cercle major</link
-> imaginari sobre l'<link linkend="ai-csphere"
->esfera celest</link
-> que és perpendicular a l'<link linkend="ai-horizon"
->horitzó</link
-> local. Creua el punt nord sobre l'horitzó, a través del <link linkend="ai-cpoles"
->pol celest</link
->, fins al <link linkend="ai-zenith"
->zenit</link
-> i a través del punt sud sobre l'horitzó. </para
-><para
->Com està fixat a l'horitzó local, les estrelles aparenten travessar el meridià local amb el rotar de la Terra. Podeu usar l'<link linkend="equatorial"
->ascensió recta</link
-> i el <link linkend="ai-sidereal"
->temps sideral local</link
-> d'un objecte per a determinar quan travessarà el nostre meridià local (veure <link linkend="ai-hourangle"
->angle horari</link
->). </para>
-</sect1>
-