


{"id":292951,"date":"2023-07-13T13:54:17","date_gmt":"2023-07-13T13:54:17","guid":{"rendered":"\/forum\/forums\/reply\/292951\/"},"modified":"2023-07-13T13:54:17","modified_gmt":"2023-07-13T13:54:17","slug":"292951","status":"publish","type":"reply","link":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/292951\/","title":{"rendered":"Reply To: Translucent internal surfaces+Radiation model"},"content":{"rendered":"<p>&lt;p&gt;Thank you for your reply.&lt;\/p&gt;&lt;p&gt;&gt;May I know the fluent version you are using.&lt;\/p&gt;&lt;p&gt;Yes! I used ver. 2021 R2.&lt;\/p&gt;&lt;p&gt;I studied these parts before. My case may be different.&lt;\/p&gt;&lt;p&gt;In my model, the mediums a and b are the same.&nbsp; As 5.3.6.7.1 described, it seems that the refractive index &lt;span class=&#8221;inlineequation&#8221;&gt;<img decoding=\"async\" src=\"https:\/\/ansyshelp.ansys.com\/Views\/Secured\/corp\/v212\/en\/flu_th\/graphics\/eq32f56718-9c41-4901-b614-fc7b2a2d6dcd.svg\" \/>&lt;\/span&gt;&nbsp; and &nbsp;&lt;span class=&#8221;inlineequation&#8221;&gt;<img decoding=\"async\" src=\"https:\/\/ansyshelp.ansys.com\/Views\/Secured\/corp\/v212\/en\/flu_th\/graphics\/eq29c0eeeb-e2d6-46c1-8103-fe77e05f0a27.svg\" \/>&lt;\/span&gt; were important to change.&lt;\/p&gt;&lt;p&gt;And if the wall is 0 thickness, the refractive index is not important.&lt;\/p&gt;&lt;p&gt;If the wall has thickness, the absorption coefficient can be set to simulate raditation transmission and absorption.&lt;\/p&gt;&lt;p&gt;But my case, the wall is 0 thickness, and medium a , b is the same. So how to do it?&lt;\/p&gt;&lt;p&gt;<img decoding=\"async\" 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\/>&lt;\/p&gt;&lt;p&gt;&nbsp;&lt;\/p&gt;<\/p>\n","protected":false},"template":"","class_list":["post-292951","reply","type-reply","status-publish","hentry"],"aioseo_notices":[],"aioseo_head":"\n\t\t<!-- All in One SEO 4.9.10 - aioseo.com -->\n\t<meta name=\"description\" content=\"Thank you for your reply.&gt;May I know the fluent version you are using.Yes! I used ver. 2021 R2.I studied these parts before. My case may be different.In my model, the mediums a and b are the same. As 5.3.6.7.1 described, it seems that the refractive index and were important to change.And\" \/>\n\t<meta name=\"robots\" content=\"max-image-preview:large\" \/>\n\t<link rel=\"canonical\" href=\"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/292951\/\" \/>\n\t<meta name=\"generator\" content=\"All in One SEO (AIOSEO) 4.9.10\" \/>\n\t\t<meta property=\"og:locale\" content=\"en_US\" \/>\n\t\t<meta property=\"og:site_name\" content=\"Ansys Learning Forum | Ansys Innovation Space\" \/>\n\t\t<meta property=\"og:type\" content=\"article\" \/>\n\t\t<meta property=\"og:title\" content=\"Reply To: Translucent internal surfaces+Radiation model | Ansys Learning Forum\" \/>\n\t\t<meta property=\"og:description\" content=\"Thank you for your reply.&gt;May I know the fluent version you are using.Yes! I used ver. 2021 R2.I studied these parts before. My case may be different.In my model, the mediums a and b are the same. As 5.3.6.7.1 described, it seems that the refractive index and were important to change.And\" \/>\n\t\t<meta property=\"og:url\" content=\"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/292951\/\" \/>\n\t\t<meta property=\"og:image\" content=\"https:\/\/ansyshelp.ansys.com\/Views\/Secured\/corp\/v212\/en\/flu_th\/graphics\/eq32f56718-9c41-4901-b614-fc7b2a2d6dcd.svg\" \/>\n\t\t<meta property=\"og:image:secure_url\" content=\"https:\/\/ansyshelp.ansys.com\/Views\/Secured\/corp\/v212\/en\/flu_th\/graphics\/eq32f56718-9c41-4901-b614-fc7b2a2d6dcd.svg\" \/>\n\t\t<meta property=\"article:published_time\" content=\"2023-07-13T13:54:17+00:00\" \/>\n\t\t<meta property=\"article:modified_time\" content=\"2023-07-13T13:54:17+00:00\" \/>\n\t\t<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n\t\t<meta name=\"twitter:title\" content=\"Reply To: Translucent internal surfaces+Radiation model | Ansys Learning Forum\" \/>\n\t\t<meta name=\"twitter:description\" content=\"Thank you for your reply.&gt;May I know the fluent version you are using.Yes! I used ver. 2021 R2.I studied these parts before. My case may be different.In my model, the mediums a and b are the same. 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I used ver. 2021 R2.I studied these parts before. My case may be different.In my model, the mediums a and b are the same. As 5.3.6.7.1 described, it seems that the refractive index and were important to change.And","og:url":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/292951\/","og:image":"https:\/\/ansyshelp.ansys.com\/Views\/Secured\/corp\/v212\/en\/flu_th\/graphics\/eq32f56718-9c41-4901-b614-fc7b2a2d6dcd.svg","og:image:secure_url":"https:\/\/ansyshelp.ansys.com\/Views\/Secured\/corp\/v212\/en\/flu_th\/graphics\/eq32f56718-9c41-4901-b614-fc7b2a2d6dcd.svg","article:published_time":"2023-07-13T13:54:17+00:00","article:modified_time":"2023-07-13T13:54:17+00:00","twitter:card":"summary_large_image","twitter:title":"Reply To: Translucent internal surfaces+Radiation model | Ansys Learning Forum","twitter:description":"Thank you for your reply.&gt;May I know the fluent version you are using.Yes! I used ver. 2021 R2.I studied these parts before. 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