


{"id":294484,"date":"2023-07-24T11:33:53","date_gmt":"2023-07-24T11:33:53","guid":{"rendered":"\/forum\/forums\/reply\/294484\/"},"modified":"2023-07-24T11:33:53","modified_gmt":"2023-07-24T11:33:53","slug":"294484","status":"publish","type":"reply","link":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/294484\/","title":{"rendered":"Reply To: Why FDE Eigen mode solver is giving different solution than Comsol FEM solver?"},"content":{"rendered":"<p>&lt;p&gt;&nbsp;&lt;\/p&gt;&lt;p&gt;&nbsp;&lt;\/p&gt;&lt;p&gt;&nbsp;&lt;\/p&gt;&lt;p&gt;&nbsp;&lt;\/p&gt;&lt;p&gt;&nbsp;&lt;\/p&gt;&lt;p&gt;I have used the symmetric boundary conditions to solve only portion (upper-half) of the waveguide, please see the below figures&lt;\/p&gt;&lt;p&gt;<img decoding=\"async\" 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\" \/>&lt;\/p&gt;&lt;p&gt;I have got some reasonable results but the dimension of the designed wavegyuide are different after FDE solver as shown below. Why is it so?&lt;\/p&gt;&lt;p&gt;Do I need to select the FDTD whole region of the waveguide (not only the upper-part)? Please kindly clarify. I am trying for the similar modes of more higher order.&lt;\/p&gt;&lt;p&gt;<img decoding=\"async\" src=\"\/forum\/wp-content\/uploads\/sites\/2\/2023\/07\/24-07-2023-1690198065-mceclip0.png\" \/>&lt;\/p&gt;<\/p>\n","protected":false},"template":"","class_list":["post-294484","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=\"I have used the symmetric boundary conditions to solve only portion (upper-half) of the waveguide, please see the below figuresI have got some reasonable results but the dimension of the designed wavegyuide are different after FDE solver as shown below. Why is it so?Do I need to select the FDTD whole region of the waveguide\" \/>\n\t<meta name=\"robots\" content=\"max-image-preview:large\" \/>\n\t<link rel=\"canonical\" href=\"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/294484\/\" \/>\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: Why FDE Eigen mode solver is giving different solution than Comsol FEM solver? | Ansys Learning Forum\" \/>\n\t\t<meta property=\"og:description\" content=\"I have used the symmetric boundary conditions to solve only portion (upper-half) of the waveguide, please see the below figuresI have got some reasonable results but the dimension of the designed wavegyuide are different after FDE solver as shown below. Why is it so?Do I need to select the FDTD whole region of the waveguide\" \/>\n\t\t<meta property=\"og:url\" content=\"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/294484\/\" \/>\n\t\t<meta property=\"og:image\" 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\" \/>\n\t\t<meta property=\"article:published_time\" content=\"2023-07-24T11:33:53+00:00\" \/>\n\t\t<meta property=\"article:modified_time\" content=\"2023-07-24T11:33:53+00:00\" \/>\n\t\t<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n\t\t<meta name=\"twitter:title\" content=\"Reply To: Why FDE Eigen mode solver is giving different solution than Comsol FEM solver? | Ansys Learning Forum\" \/>\n\t\t<meta name=\"twitter:description\" content=\"I have used the symmetric boundary conditions to solve only portion (upper-half) of the waveguide, please see the below figuresI have got some reasonable results but the dimension of the designed wavegyuide are different after FDE solver as shown below. Why is it so?Do I need to select the FDTD whole region of the waveguide\" \/>\n\t\t<meta name=\"twitter:image\" 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Why is it so?Do I need to select the FDTD whole region of the waveguide","inLanguage":"en-US","isPartOf":{"@id":"https:\/\/innovationspace.ansys.com\/forum\/#website"},"breadcrumb":{"@id":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/294484\/#breadcrumblist"},"datePublished":"2023-07-24T11:33:53+00:00","dateModified":"2023-07-24T11:33:53+00:00"},{"@type":"WebSite","@id":"https:\/\/innovationspace.ansys.com\/forum\/#website","url":"https:\/\/innovationspace.ansys.com\/forum\/","name":"Ansys Learning Forum","description":"Ansys Innovation Space","inLanguage":"en-US","publisher":{"@id":"https:\/\/innovationspace.ansys.com\/forum\/#organization"}}]},"og:locale":"en_US","og:site_name":"Ansys Learning Forum | Ansys Innovation Space","og:type":"article","og:title":"Reply To: Why FDE Eigen mode solver is giving different solution than Comsol FEM solver? | Ansys Learning Forum","og:description":"I have used the symmetric boundary conditions to solve only portion (upper-half) of the waveguide, please see the below figuresI have got some reasonable results but the dimension of the designed wavegyuide are different after FDE solver as shown below. Why is it so?Do I need to select the FDTD whole region of the waveguide","og:url":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/294484\/","og:image":"https:\/\/innovationspace.ansys.com\/forum\/image\/png;base64,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","og:image:secure_url":"https:\/\/innovationspace.ansys.com\/forum\/image\/png;base64,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","article:published_time":"2023-07-24T11:33:53+00:00","article:modified_time":"2023-07-24T11:33:53+00:00","twitter:card":"summary_large_image","twitter:title":"Reply To: Why FDE Eigen mode solver is giving different solution than Comsol FEM solver? | Ansys Learning Forum","twitter:description":"I have used the symmetric boundary conditions to solve only portion (upper-half) of the waveguide, please see the below figuresI have got some reasonable results but the dimension of the designed wavegyuide are different after FDE solver as shown below. Why is it so?Do I need to select the FDTD whole region of the waveguide","twitter:image":"https:\/\/innovationspace.ansys.com\/forum\/image\/png;base64,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