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Forums >> Revit Building >> Technical Support >> @WWHub or @Typhoon -- Dormer cuts - "Not fully defined"
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Joined: Mon, Mar 31, 2014
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Hi guys,
I'm having a frustrating problem with Revit dormers and I trust your expertise to work through this.
Basically, I have a shed dormer centered between two gable end dormers (see attached img). This was created as a single roof.
I attach this to the main roof and try to perform a dormer cut. No matter what I do, it seems to tell me it isn't fully defined.
Even trying simple changes, such as flipping the cut the inside or outside of the wall doesn't change anything. I've tried to break the wall up between the first floor & second floor.
I've also tried simply using a vertical cut as a work around, but then I can't join the roofs.
Any ideas??
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*** Revit '16.
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Joined: Tue, May 16, 2006
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You are really only cutting the main roof so move the shed and two dormers out somehow then make your cut. I typically did not use a dormer cut and preferred to cut with a void.
PS - I think you can just add this sketch to your original roof sketch - just set all of your sketch lines for this to be no slope defined.
Edited on: Wed, Aug 23, 2017 at 12:29:09 PM
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Thanks for answering Hub.
I have tried to change the main roof's sketch but then it yells at me that it misses the face *sigh*
Vertical has the same result. Maybe if I funk with it enough it'll work, but interior geometry is important in this case :/
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"Missing the face" - huh? I don't see how you would get that message with a roof sketch. A dormer sketch maybe.
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Sorry it tripled posted lol.
If I try to use a vertical cut or cut out the profile in the roof sketch with no slopes, I can't join use the join roof tool. That's when it'll tell me it misses the face/target and can't join (I'm selecting lines where they meet & copying to selected levels).
It's sort of an odd join, but I just don't see why Revit can't do it. I'm getting back into it now so we'll see if I can figure something out.
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Update:
I got it to cut with the dormer tool with a lesser slope on the shed dormer and just raised the offset from level.
Still constrained but good enough.
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Hi,
I came across the same problem: Shed roof in between two gable end dormers - I could not cut the main roof underneath the shed roof because this would unjoin the 3 roofs to the main roof (asphalt).
The only possible solution I have found was to copy and paste the main roof at the exact same location and then convert the original (the one that's joined to the gable end & shed roof) into a "Sloped Glazing roof". That way I can preceed to cut the geometry by using the vertical Opening tool to the new Main roof without unjoining the rest of the roofs. You may use the same tool to cut the portion of the gable roofs under the shed roof as well. The last step will be to set the Sloped Glazing roof type properties to Empty System Panel : Empty
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DbOZTrOW/pCvqU/kNP/8ED0H5CBwAIS+gAAGEJHRiA5SuAPAgdACAsoQMAhCV0YECWrwDaT+gAAGFNdTodFwyEIeV4ES2Gk+vF0xiNQc6H3M6hXM95V0ZuET848+S4lclxp9sg50Nu51Cu57ylKwAgLKEDAIQldACAsIQOABCW0AEAwhI6AEBYQgcACEvoAABhCR0AICyhAwCEJXQAgLCEDgAQltABAMISOgBAWEIHAAhL6AAAYQkdACAsoQMAhDXV6XTWm/sAALtaXFxs7uXDRAcACEvoAABhCR0AICyhAwCENbW+obkPAAxgaWmp7426g/wzk5Tbv+8WEx0AICyhAwCEJXQAgLCEDgAQltABAMISOgBAWEIHAAhL6AAAYQkdACAsoQMAhCV0AICwhA4AEJbQAQCCqqr/A+gztsIP3FgOAAAAAElFTkSuQmCC)
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<BR></td>
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