


{"id":356452,"date":"2024-03-11T16:40:28","date_gmt":"2024-03-11T16:40:28","guid":{"rendered":"\/forum\/forums\/reply\/356452\/"},"modified":"2024-03-11T16:40:28","modified_gmt":"2024-03-11T16:40:28","slug":"356452","status":"publish","type":"reply","link":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/356452\/","title":{"rendered":"Reply To: V-bending problem using Transient Structural"},"content":{"rendered":"<p>&lt;p&gt;Hello,&lt;br&gt;&lt;br&gt;I&#8217;ve countered a new issue with the above simulation. My sheet metal plate is behaving like a cloth sliding down the die by contact of the punch, rather then a plate being bend into a V-shape.&nbsp;&lt;br&gt;&lt;br&gt;Here&#8217;s the picture of the issue and my settings. I hope you can help me with this&lt;\/p&gt;&lt;p&gt;<img decoding=\"async\" src=\"\/forum\/wp-content\/uploads\/sites\/2\/2024\/03\/11-03-2024-1710175188-mceclip0.png\" \/>&lt;\/p&gt;&lt;p&gt;<img decoding=\"async\" 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\" 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