|
|
Home | Forums |
Downloads | Gallery |
News & Articles | Resources |
Jobs | FAQ |
| Join |
Welcome !
|
26 Users Online (25 Members):
Show Users Online
- Most ever was 626 - Mon, Jan 12, 2015 at 2:00:17 PM |
Forums
Forums >> General Discussion >> Revit Project Management >> Stringer Problem
|
|
active
Joined: Thu, Aug 6, 2015
0 Posts No Rating |
Hi,
This over decade long stringer problem is still here. Revit costs thousands of dollars a year and all they offer on next year is +1 to a title. Oh, and we got slanted walls.
So you might already know that stairs stringer has mutually exclusive options: open and closed. Closed one allows me to chose profile, but profile has no offset. The open one has offset but no profile selection. I have seemingly simple stringer design requirement. Geometry below stringer is railing family and looks like crap. Can anyone help out to solve this?
Thank you.
|
This user is offline |
|
![](images/spacer.gif) |
|
active
Joined: Wed, Aug 19, 2015
0 Posts
![4.5 Stars: 10 Votes](/images/stars_4.5.gif) |
Yeah unfortunately there no good way t accomplish what you are trying to do. revit needs to update how it handles profiles as currently the origin refernece planes do basicially nothing. if you have any sort of irregular shape it draws an invisible rectange around it so that all of the profile is enclosed within it and then uses the faces of that invisible rectangle as its outerbounds and nothing can get within that shape. its the same thing with curtain wall mullion profiles.
|
This user is offline |
|
![](images/spacer.gif) |
active
Joined: Tue, Oct 29, 2019
0 Posts
![1 Stars: 1 Votes](/images/stars_1.gif) |
Hi Botj,
It is possible to use a false stringer that is say 1mm thick.
Then for the profile, use a sweep along a 3D polyline / spline?
|
This user is offline |
|
![](images/spacer.gif) |
active
Joined: Tue, Oct 29, 2019
0 Posts
![1 Stars: 1 Votes](/images/stars_1.gif) |
Something like this:
To do this, draw a spline / 3D curve in a conceptial mass familly. Select the spline / curve and tick the "is a refernce line" in properties box. Then draw your profiles on the workplanes and select profile + curved reference line. And make a solid.
![](data:image/png;base64,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<BR></td>
</tr>
<tr>
<td height=20 class=)
This user is offline |
|
![](images/spacer.gif) |
![](images/spacer.gif) |
Similar Threads |
Stringer in Stair by Run: Problem with offset |
Revit Building >> Technical Support
|
Tue, May 6, 2014 at 7:44:18 PM
|
3
|
Stringer Haunch (level off) at top of flight |
Community >> Newbies
|
Wed, Dec 14, 2011 at 2:03:06 PM
|
8
|
Inserting stringer profiles |
Revit Structure >> Technical Support
|
Wed, Mar 5, 2014 at 7:23:53 AM
|
3
|
Stringer |
Revit Building >> Technical Support
|
Mon, Jul 21, 2008 at 12:41:10 AM
|
3
|
Stair Stringer Question |
Community >> Newbies
|
Fri, Jul 28, 2017 at 4:01:08 PM
|
8
|
![](images/spacer.gif) |
|
Site Stats
Members: | 2025963 | Objects: | 22991 | Forum Posts: | 152208 | Job Listings: | 3 |
|