Firstly, new user and forum member here.
From the UK and new to 12D although not to this type of software.
I am using the practice version whilst waiting to start work in NZ.
Just a quick question - is there a macro or built in command to create a TIN from multiple TINS based on a highest/lowest criteria?
I realise this is possible by creating intersection strings and fencing. I was wondering if it has been automated in 12D at all?
Thanks and hope to become involved in this forum more once I have a dongle.
Create new Tin based on highest or lowest of several Tins
-
- Posts: 33
- Joined: Thu Nov 03, 2016 5:43 pm
-
- Posts: 3175
- Joined: Fri Oct 21, 2005 2:46 pm
Welcome to the 12d forum and community.
In 12d Model, there's an object called a SuperTin, which is effectively a merging of multiple tins. However, this merging is done based on the order of tins, which you can set/change, rather than the highest/lowest. This tends to make more sense in most practical cases- design overrides existing, for example, regardless of whether design is in cut or fill (higher/lower).
There is also an option- Grid of Min/Max Tins- which creates a grid of points at a user-defined spacing with the z-value of those points taken as the minimum/maximum of several given surfaces (tins). You would then need to triangulate those resulting grid points to get a tin surface, but that's easy enough to do (and you could always combine both steps in a chain).
Caveat: some of the above may not be available in the Practise Version, but are definitely available in the full version.
In 12d Model, there's an object called a SuperTin, which is effectively a merging of multiple tins. However, this merging is done based on the order of tins, which you can set/change, rather than the highest/lowest. This tends to make more sense in most practical cases- design overrides existing, for example, regardless of whether design is in cut or fill (higher/lower).
There is also an option- Grid of Min/Max Tins- which creates a grid of points at a user-defined spacing with the z-value of those points taken as the minimum/maximum of several given surfaces (tins). You would then need to triangulate those resulting grid points to get a tin surface, but that's easy enough to do (and you could always combine both steps in a chain).
Caveat: some of the above may not be available in the Practise Version, but are definitely available in the full version.
-
- Posts: 716
- Joined: Thu Nov 15, 2012 1:16 pm
-
- Posts: 33
- Joined: Thu Nov 03, 2016 5:43 pm