Forums
Forums >> Revit Structure >> Technical Support >> Calculated totals of formula in schedule
|
|
active
Joined: Mon, Jul 8, 2019
0 Posts No Rating |
Hi,
I want to create an electrical schedule that looks the same on each project, with a value of 0 if a particular item is not used in that project.
What I have done so far is placed one of each in the project and hidden them, than created my own 'count' column on the schedule.
I now want another total to show the actual calculated total minus 1. I can't seem to use calculated total of the first formula in second formula that I put in as If(calc1=1,0,calc1-1).
Can someone please tell me where I'm going wrong. I'm sure it's simple but I can't work it out.
Thanks in advance for any assistance.
|
This user is offline |
|
![](images/spacer.gif) |
|
site moderator|||
Joined: Tue, May 16, 2006
13079 Posts
![3.5 Stars: 393 Votes](/images/stars_3.5.gif) |
First, I would not place the items and hide them. I would put them in a workset that is turned off.
This should help you. http://revitcat.blogspot.com/2019/08/hide-zero-values-in-multiple-item-rows.html
|
This user is offline |
|
![](images/spacer.gif) |
active
Joined: Mon, Jul 8, 2019
0 Posts No Rating |
Thanks for your suggestion. I think I forgot to mention that I'm trying to set up a template for all projects, however collaboration to set up worksets is not an option in a template.
I will try the link you posted and see how I go. If you have any other suggestion I would be greatful to hear.
|
This user is offline |
|
![](images/spacer.gif) |
active
Joined: Mon, Jul 8, 2019
0 Posts No Rating |
I still can't get the calculated total of MyCount in a formula. It just uses the formula of "1", meaning "1" minus 1 = 0
Not sure what it is I'm missing.
In essence all I want to do is show a new Count column which shows one less than the actual calculated total of the original Count column.
eg. if it says there are 4 items, I would like it show 3. I'm not bothered if it has zeros or just nothing. Please help!
|
This user is offline |
|
![](images/spacer.gif) |
site moderator|||
Joined: Tue, May 16, 2006
13079 Posts
![3.5 Stars: 393 Votes](/images/stars_3.5.gif) |
You need to show us an image of what your schedule looks like and your formulas.
|
This user is offline |
|
![](images/spacer.gif) |
active
Joined: Mon, Jul 8, 2019
0 Posts No Rating |
I hope this will make sense haha.
I have the schedule with what is looks like with no columns hidden, then each columns formula showing. The only column that does not have its totals calculated is the 'total 1', and the 'total' column has a formula of if(count calculated=1,0,count calculated -1)
I would like the end result to be a schedule that will look exactly the same on all projects, with three columns being - Symbol, Description, Quant. Quant is the column I want to indicate one less that what is currently showing. Thank you so much for trying to help. Appreciate it heaps.
Sorry if I'm not explaining this very well, I'm relatively new to all this formula and forum stuff. I tried to follow the methodology behind the only other problem that was remotely close to mine, allbeit from some time ago. This is it![](data:image/png;base64,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)
![](data:image/png;base64,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<BR></td>
</tr>
<tr>
<td height=20 class=)
This user is offline |
|
![](images/spacer.gif) |
active
Joined: Mon, Jul 8, 2019
0 Posts No Rating |
So I couldn't see mu formulas in the actual post so not sure what happened there. Maybe it's there and I just don't know how to see it!
Anyway I found that I could 'attach' a file, so I'm doing that now. Sorry, hope it works either way!
|
This user is offline |
|
![](images/spacer.gif) |
site moderator|||
Joined: Tue, May 16, 2006
13079 Posts
![3.5 Stars: 393 Votes](/images/stars_3.5.gif) |
Still trying to understand what you want vs what you have. Perhaps if you edit your last image cicling what is wrong and what you think it should show will help.
|
This user is offline |
|
![](images/spacer.gif) |
![](images/spacer.gif) |
Similar Threads |
Schedule totals are not calculated right: 1+1=1 [ 1 2 ] |
Revit Building >> Technical Support
|
Tue, Apr 21, 2015 at 1:27:21 PM
|
17
|
which parameters can have totals in schedules? |
Revit Structure >> Technical Support
|
Fri, Nov 8, 2013 at 10:37:49 AM
|
2
|
Schedule Totals |
Revit Structure >> Tips & Tricks
|
Wed, Jan 6, 2010 at 2:00:46 PM
|
1
|
Calculated value |
Revit Building >> Technical Support
|
Fri, Aug 6, 2010 at 2:17:19 PM
|
5
|
Calculated Value |
Revit Systems >> Technical Support
|
Mon, Dec 13, 2010 at 4:46:58 PM
|
3
|
![](images/spacer.gif) |
|
Site Stats
Members: | 2026044 | Objects: | 22991 | Forum Posts: | 152208 | Job Listings: | 3 |
|