{"id":26930,"date":"2021-05-20T10:35:42","date_gmt":"2021-05-20T14:35:42","guid":{"rendered":"https:\/\/antilla-martinique.com\/?p=26930"},"modified":"2021-05-20T10:35:42","modified_gmt":"2021-05-20T14:35:42","slug":"cristallisation-fractionnee","status":"publish","type":"post","link":"https:\/\/antilla-martinique.com\/en\/cristallisation-fractionnee\/","title":{"rendered":"Cristallisation fractionn\u00e9e"},"content":{"rendered":"<p class=\"p1\">Les roches magmatiques qui composent la majorit\u00e9 de la <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/structure-terre-croute-terrestre-2491\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">cro\u00fbte terrestre<\/span><\/a> sont issues de la cristallisation de <a href=\"https:\/\/www.futura-sciences.com\/sciences\/definitions\/chimie-liquide-15334\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">liquides<\/span><\/a> magmatiques, en surface ou en<\/p>\n<p class=\"p4\"><span class=\"s2\"> La cristallisation en surface m\u00e8ne \u00e0 la formation de <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/structure-terre-roche-volcanique-1102\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">roches volcaniques<\/span><\/a> (extrusives) comme les basaltes et la cristallisation en profondeur \u00e0 la formation de <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/structure-terre-roche-plutonique-13938\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">roches plutoniques<\/span><\/a> (intrusives), comme les granites ou les <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/structure-terre-gabbro-1494\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">gabbros<\/span><\/a>. <a href=\"https:\/\/www.futura-sciences.com\/planete\/questions-reponses\/volcan-volcan-difference-lave-magma-6988\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">Les liquides magmatiques<\/span><\/a> proviennent de la <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/geologie-fusion-partielle-19276\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">fusion partielle<\/span><\/a> des roches composant la cro\u00fbte ou le <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/structure-terre-manteau-terrestre-2495\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">manteau terrestre<\/span><\/a>. La composition chimique des roches magmatiques est ainsi li\u00e9e \u00e0 la composition du liquide magmatique originel, mais pas uniquement. Les processus de cristallisation <a href=\"https:\/\/www.futura-sciences.com\/sciences\/photos\/photographe-islande-descente-coeur-volcan-thrihnukagigur-2031\/volcan-voyage-centre-terre-chambre-magmatique-14703\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">dans le r\u00e9servoir magmatique<\/span><\/a> jouent \u00e9galement un r\u00f4le important dans la composition de ces roches.<\/span><\/p>\n<p class=\"p4\"><span class=\"s2\">Cristallisation des diff\u00e9rents min\u00e9raux en fonction de la temp\u00e9rature<\/span><\/p>\n<p class=\"p4\"><span class=\"s2\">En effet, la cristallisation au sein d&rsquo;un r\u00e9servoir magmatique est le plus souvent fractionn\u00e9e, c&rsquo;est-\u00e0-dire qu&rsquo;il s&rsquo;agit d&rsquo;un processus non continu, associ\u00e9 \u00e0 l&rsquo;extraction de liquides. Les <a href=\"https:\/\/www.futura-sciences.com\/maison\/definitions\/construction-maison-granulats-17943\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">min\u00e9raux<\/span><\/a> ne cristallisent pas tous en m\u00eame temps. Chaque <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/zoologie-espece-2261\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">esp\u00e8ce<\/span><\/a> min\u00e9rale poss\u00e8de une temp\u00e9rature de cristallisation diff\u00e9rente. Alors que la temp\u00e9rature diminue, les min\u00e9raux se forment au fur et \u00e0 mesure sur les bords de la <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/structure-terre-chambre-magmatique-451\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">chambre magmatique<\/span><\/a>. Les premiers min\u00e9raux \u00e0 cristalliser sont les min\u00e9raux de haute temp\u00e9rature\u00a0: <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/geologie-olivine-866\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">olivine<\/span><\/a>, pyrox\u00e8nes puis amphiboles. Ils quittent ainsi le liquide magmatique r\u00e9siduel, modifiant graduellement sa composition chimique. On obtient alors des couches de min\u00e9raux de compositions diff\u00e9rentes<\/span><\/p>\n<p class=\"p4\"><span class=\"s2\">Au cours de cette cristallisation, certaines interactions peuvent \u00e9galement se produire entre le liquide magmatique et la roche encaissante, comme des m\u00e9langes et <a href=\"https:\/\/www.futura-sciences.com\/sante\/definitions\/medecine-contamination-3178\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">contaminations<\/span><\/a>, participant \u00e0 la modification de la composition du <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/structure-terre-magma-461\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">magma<\/span><\/a>. Le litage <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/geologie-mineral-1554\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s4\">min\u00e9ral<\/span><\/a> observable en fin de cristallisation traduit ainsi l&rsquo;\u00e9volution de la concentration locale en min\u00e9raux au sein de la chambre magmatique.<\/span><\/p>\n<p class=\"p5\"><span class=\"s3\"><img decoding=\"async\" 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\" alt=\"921d1e2dbb_50176125_cristallisation-fractionnee-woudloper-wikimedia.jpg\" \/><\/span><\/p>\n<p class=\"p1\"><span class=\"s3\">&lt;img src=&quot;&nbsp;&raquo;https:\/\/cdn.futura-sciences.com\/buildsv6\/images\/mediumoriginal\/9\/2\/1\/921d1e2dbb_50176125_cristallisation-fractionnee-woudloper-wikimedia.jpg&nbsp;&raquo;&quot; class=&quot;&nbsp;&raquo;img-responsive&nbsp;&raquo;&quot; alt=&quot;&nbsp;&raquo;Diagramme&quot; sch&amp;eacute;matique montrant les principes de la cristallisation fractionn&amp;eacute;e au sein d&amp;rsquo;un r&amp;eacute;servoir magmatique. alors que temp&amp;eacute;rature d&amp;eacute;cro&amp;icirc;t, composition du magma &amp;eacute;volue fur et &amp;agrave; mesure des diff&amp;eacute;rents min&amp;eacute;raux. &amp;copy; woudloper, wikimedia commons, cc by-sa 3.0 &nbsp;&raquo; title =&quot;&nbsp;&raquo;Diagramme&quot; &laquo;&nbsp;&gt;<\/span><\/p>\n<p class=\"p1\"><span class=\"s1\">Diagramme sch\u00e9matique montrant les principes de la cristallisation fractionn\u00e9e au sein d\u2019un r\u00e9servoir magmatique. Alors que la temp\u00e9rature d\u00e9cro\u00eet, la composition du magma \u00e9volue au fur et \u00e0 mesure de la cristallisation des diff\u00e9rents min\u00e9raux. \u00a9 Woudloper,\u00a0<\/span><span class=\"s5\">Wikimedia Commons<\/span><span class=\"s1\">, CC by-sa\u00a03.0\u00a0<\/span><span class=\"s3\">\u00a0<\/span><\/p>\n<p class=\"p1\"><span class=\"s1\">Diff\u00e9renciation magmatique<\/span><\/p>\n<p class=\"p1\"><span class=\"s3\">Cette diff\u00e9renciation \u00e0 partir <a href=\"https:\/\/www.futura-sciences.com\/planete\/videos\/forme-magma-avant-eruption-volcanique-2665\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s6\">d\u2019un liquide magmatique<\/span><\/a><\/span><span class=\"s1\"> de composition donn\u00e9e permet de produire les quatre grands types de roches ign\u00e9es\u00a0: les roches ultramafiques (ex.\u00a0: <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/structure-terre-peridotite-1572\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s6\">p\u00e9ridotites<\/span><\/a>), mafiques (ex.\u00a0: gabbros), interm\u00e9diaires (ex.\u00a0: diorites) et felsiques (ex.\u00a0: granites).<\/span><\/p>\n<p class=\"p1\"><span class=\"s3\">La composition de l&rsquo;ensemble des couches refl\u00e8te la composition originelle du liquide magmatique mais les roches magmatiques ainsi form\u00e9es montrent des assemblages min\u00e9ralogiques diff\u00e9rents, r\u00e9sultat de ce processus de cristallisation fractionn\u00e9e. Au cours de la cristallisation fractionn\u00e9e, le liquide magmatique r\u00e9siduel peut arriver en surface, donnant lieu \u00e0 des roches extrusives. Ces roches auront elles aussi une composition variable en fonction du stade de cristallisation dans la chambre magmatique. C&rsquo;est ainsi que l&rsquo;on trouve des <a href=\"https:\/\/www.futura-sciences.com\/planete\/actualites\/gaz-effet-serre-sequestration-co2-serait-elle-possible-grace-basalte-63140\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s6\">basaltes<\/span><\/a><\/span><span class=\"s1\">, des <a href=\"https:\/\/www.futura-sciences.com\/planete\/definitions\/volcanologie-andesite-1402\/\" target=\"_blank\" rel=\"noopener\"><span class=\"s6\">and\u00e9sites<\/span><\/a> ou des rhyolites.<\/span><\/p>\n<p class=\"p1\"><span class=\"s3\">Une roche magmatique renferme donc toujours dans sa signature g\u00e9ochimique trois informations fortement intriqu\u00e9es\u00a0: la nature de la source, les conditions de la fusion partielle et les processus de cristallisation.<\/span><\/p>","protected":false},"excerpt":{"rendered":"<p>Les roches magmatiques qui composent la majorit\u00e9 de la cro\u00fbte terrestre sont issues de la cristallisation de liquides magmatiques, en surface ou en La cristallisation en surface m\u00e8ne \u00e0 la formation de roches volcaniques (extrusives) comme les basaltes et la cristallisation en profondeur \u00e0 la formation de roches plutoniques (intrusives), comme les granites ou les<\/p>","protected":false},"author":33,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"_uf_show_specific_survey":0,"_uf_disable_surveys":false,"footnotes":"","rank_math_focus_keyword":"","rank_math_title":"","rank_math_description":"","rank_math_canonical_url":"","rank_math_robots":null,"rank_math_facebook_title":"","rank_math_facebook_description":"","rank_math_twitter_title":"","rank_math_twitter_description":""},"categories":[200],"tags":[],"class_list":["post-26930","post","type-post","status-publish","format-standard","category-ecologie"],"acf":[],"_links":{"self":[{"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/posts\/26930","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/users\/33"}],"replies":[{"embeddable":true,"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/comments?post=26930"}],"version-history":[{"count":0,"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/posts\/26930\/revisions"}],"wp:attachment":[{"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/media?parent=26930"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/categories?post=26930"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/antilla-martinique.com\/en\/wp-json\/wp\/v2\/tags?post=26930"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}