{"id":159886,"date":"2022-09-26T09:59:32","date_gmt":"2022-09-26T09:59:32","guid":{"rendered":"\/knowledge\/forums\/topic\/discovery-aim-three-fluid-co-extrusion-how-to\/"},"modified":"2023-08-16T06:33:09","modified_gmt":"2023-08-16T06:33:09","slug":"discovery-aim-three-fluid-co-extrusion-how-to","status":"publish","type":"topic","link":"https:\/\/innovationspace.ansys.com\/knowledge\/forums\/topic\/discovery-aim-three-fluid-co-extrusion-how-to\/","title":{"rendered":"Discovery AIM &#8211; Three Fluid Co-Extrusion How-To"},"content":{"rendered":"<p><img loading=\"lazy\" decoding=\"async\" title=\"547-38.png\" 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\" alt=\"\" width=\"1566\" height=\"1080\" \/><\/p>\n<p><a style=\"color: #1e6ddc; font-weight: bold; text-decoration: none;\" href=\"https:\/\/ansys13.ansys.com\/KnowledgeArticles\/Discovery\/three-fluid-co-extrusion-polymer-extrusion.zip\">Download the file here<\/a><br \/><a style=\"color: #1e6ddc; font-weight: bold; text-decoration: none;\" href=\"https:\/\/ansys13.ansys.com\/KnowledgeArticles\/Discovery\/three-fluid-co-extrusion-polymer-extrusion.pdf\">Download the file here<\/a><br \/><a style=\"color: #1e6ddc; font-weight: bold; text-decoration: none;\" href=\"https:\/\/ansys13.ansys.com\/KnowledgeArticles\/Discovery\/threechannels.scdoc\">Download the file here<\/a><\/p>\n<p>How-to for an isothermal, three fluid co-extrusion simulation where the fluids are: HDPE, LDPE, and LLDPE. The following material files are required:&nbsp;<a href=\"https:\/\/ansys13.ansys.com\/KnowledgeArticles\/Discovery\/Extrusion_HDPE_isoth_463K.zip\">Extrusion_HDPE_isoth_463K.mat<\/a>,<br \/>&nbsp;<a href=\"https:\/\/ansys13.ansys.com\/KnowledgeArticles\/Discovery\/Extrusion_LDPE_isoth_473K.zip\">Extrusion_LDPE_isoth_473K.mat<\/a>,&nbsp;<br \/><a href=\"https:\/\/ansys13.ansys.com\/KnowledgeArticles\/Discovery\/Extrusion_LLDPE_isoth_463K.mat\" target=\"_blank\" rel=\"nofollow noopener noreferrer\">Extrusion_LLDPE_isoth_463K.mat<\/a>.<img decoding=\"async\" class=\"alignnone size-full wp-image-155877\" src=\"\/knowledge\/wp-content\/uploads\/sites\/4\/2022\/08\/3-2.png\" alt=\" width=\" height=\"1080\" loading=\"lazy\" \/><\/p>\n","protected":false},"template":"","class_list":["post-159886","topic","type-topic","status-publish","hentry","topic-tag-aim-how-to","topic-tag-application-examples","topic-tag-discovery-aim","topic-tag-how-to","topic-tag-polymer-extrusion","topic-tag-tutorials"],"aioseo_notices":[],"acf":[],"custom_fields":[{"0":{"_wp_page_template":["default"],"_bbp_last_active_time":["09-13-2022  20:20:10"],"_bbp_forum_id":["159552"],"_btv_view_count":["528"],"_edit_lock":["1704795493:2"],"family":[""],"application_name":[""],"product_version":[""],"_bbp_likes_count":["1"]},"test":"articlesansys-com"}],"_links":{"self":[{"href":"https:\/\/innovationspace.ansys.com\/knowledge\/wp-json\/wp\/v2\/topics\/159886","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/innovationspace.ansys.com\/knowledge\/wp-json\/wp\/v2\/topics"}],"about":[{"href":"https:\/\/innovationspace.ansys.com\/knowledge\/wp-json\/wp\/v2\/types\/topic"}],"version-history":[{"count":0,"href":"https:\/\/innovationspace.ansys.com\/knowledge\/wp-json\/wp\/v2\/topics\/159886\/revisions"}],"wp:attachment":[{"href":"https:\/\/innovationspace.ansys.com\/knowledge\/wp-json\/wp\/v2\/media?parent=159886"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}