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Forums >> Revit Building >> Technical Support >> Skylight shaft
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Joined: Wed, Aug 20, 2008
318 Posts
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Hello.
trying to make a pyramidal skylight shaft. but cant seem to use the 3d tools to make the shape I need to make a wall by face. can someone point me in the right direction of making this? see picture. the skylight is on an angle in the roof, but the shaf needs to open to the ceiling which is "flat"
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Joined: Thu, Mar 17, 2005
1231 Posts
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This is tricky becasue you want to create a 'void' in the attic but really the attic with a revit roof is just a big open space. So how to you model a void within a big air space ?? What you want is the drywall and the framing.
You could create an adaptive family to do this but that will take a bit of time. Honestly, I'd just draw 4 - 3D model lines from corner to corner just like your sketch.
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Joined: Sat, Aug 11, 2012
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Model in place the blue pyramid (swept blend), then model he red void offset reflcing the wall thickness (swept blend). then model the yellow void to subtract the dashed blue top aligned with the roof slope (extrude).
![](data:image/png;base64,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<BR></td>
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I don't think you can do a sweep blend with that. The two profiles and the path configuration and orientaion may give you trouble.
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The true solution is an adaptive family.
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Revit Building >> Technical Support
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Thu, Feb 20, 2014 at 2:30:48 PM
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5
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Shaft Problem |
Revit Building >> Technical Support
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Thu, Jul 12, 2012 at 5:20:52 PM
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3
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Shaft Visibillity |
Revit Building >> Technical Support
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Wed, Jun 1, 2011 at 10:47:37 AM
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3
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Pyramid Skylight - Mullion Issues |
Revit Building >> Technical Support
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Thu, Apr 14, 2011 at 5:53:37 PM
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2
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