Hello
Is it possible to add line lengths and/or polylines?
Thank you in advance.
Kind regards
Hello
Is it possible to add line lengths and/or polylines?
Thank you in advance.
Kind regards
What do you want to do exactly?
I mean, the result of the addition, what do you want to use it for?
I'll try to be a little more precise ;-)
I must, for example, calculate the total length of several polylines ; To get the length of a polyline, no problem, I go through the properties palette, but when I select 2 (or more) polylines, the property palette gives the length *VARIE*. So my question is: is it possible to get the total length of these 2 (or more) polylines ?
Kind regards
Select your 2 polylines and click in the menu Assistance / Information / List
You will have the lengths of your 2 polylines, you just have to add it up:(
Thank you Vincent, it seems to me that the calculator is going to heat up...
Otherwise, can you confirm that it is impossible to get a sum?! ...
Well, I wanted to go through a LISP, but in the end, it's much simpler.
You have to go through the data extraction command. _dataextraction
- Create a new data extraction
- give a name
- Choose the source
- select the entire table (right-click)
- select polyline
- select "geometry" and "general"
- select "length" and "layers"
- select "Insert totals at the bottom of the page" (right-click on the header)
- select "Record Combination Mode - Sum Value" (right click on the header)
- choose the output option (for the file)
A big THANK YOU!
And congratulations: I had to find this order...
This is a very useful site! Thank you to everyone behind it and to the contributors!
Friendly
You're welcome, that's the purpose of this mutual aid platform :-)
For this time, the calculator will not heat up ;-)
Yves
Community manager Lynkoa
Yes, yes, I insist: thank you and congratulations!
;-)
I saw Clementine's answer, it worked very well for the polished lines, by also selecting " circumference " in addition to "length" and "layers" I also managed to make the sum of the arcs of the circle, but it didn't take into account the " splines ". Do you know a way to fit them into the total ?
Thank you very much if you can help me, it's rather urgent.