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Forums >> Workflow & Implementation >> Training >> Rendering
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active
![tanrevit Avatar](user_avatar/186218.jpg)
Joined: Mon, Aug 30, 2010
27 Posts
![5 Stars: 2 Votes](/images/stars_5.gif) |
Hi all, somebody know problem i got and please show if possible
Attached is the miising render. I can't see floor, beam and roof. But when i isolate its and render, it's can be see.
Maybe there' something wrong, but it's nerver been happen before. please see below
![](data:image/jpeg;base64,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<BR></td>
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You need to be clearer in your question.
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there are some thing wrong with beam , slap. it can not see in the image. I try alot to repair it.
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Joined: Sun, Oct 19, 2008
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More info is needed, but have you tried playing with the course, medium, fine visibility parameters? Columns, beams, etc. tend to be finicky like that. Depending on which flavor of Revit you are in Arch, MEP or Structure will determine the transparency of the slab. My random guess is that you are in Revit Structure, where slabs are commonly set to "Transparent" in the VG settings.
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09' Rendering Issue |
Revit Building >> Technical Support
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Wed, Jun 3, 2009 at 4:22:51 PM
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11
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Going from Rendering in RA 2008 to Rendering in RA 2009 |
Revit Building >> Technical Support
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Mon, May 11, 2009 at 4:32:50 PM
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6
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help with rendering! |
Revit Building >> Technical Support
|
Wed, Aug 10, 2016 at 10:47:17 PM
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2
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