Take a default 8×8 grid. Extrude one polygon four units. Extrude four adjacent polys two units. Add an Attribute display property for the Volume.
ICE: Volume of a grid
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Tag Archives: ICE
ICE: Selecting every N points in a grid
Here’s a question from the Softimage mailing list, and what I would have answered (I didn’t answer, and I didn’t peek at the other answers either).
Given a 100×100 Grid point cloud, how would you do something to the following subsets of points?
[0,5,10, … 595] and [1000,5,10, … 1595]
For something like that, modulo is an obvious way to do it:
Contrast the above with this nicer tree
Here’s [a cruder?] approach using linearly interpolated arrays:
See also this for some compounds.
ICE: Summing up array elements by group
Given an array like
[0, 3, 7, 22, 6, 71, 1, 0, 9]
how do you sum up the first group of three elements (0+3+7), the second group of three elements (22+6+71), the third group (1+0+9), and so on and so on, without using a Repeat node?
Well, you could write your own custom ICE node. Or you could use Generate Sample Set like this:
Rotating vectors around the global X axis
Another Rotate Vector example. This time, I rotate the points of a mesh around the global X axis. In short, the point positions are treated as vectors, and then rotated about the specified axis. Of course, this requires some conversion between coord systems, which is always fun 🙂
The bottom part of the tree is just for visualization.
Rotate Vector
Not sure how Rotate Vector works? Is that 26 words (including five “the”s) of documentations not doing it for you?
Fortunately, it’s not hard to rig up an ICE tree to help visualize what Rotate Vector does.
Compound is here if you want it.
Sorting points with Sort Array with Value
Here’s a couple of examples to illustrate how to use Sort Array with Key.
This ICE tree sorts points by their Y position.
And this tree sorts points by their brightness.
Instancing a different object at each point
If you have a group of N different objects, and N points in a point cloud, then here’s a simple way to instance a different shape at each point.
The line of shapes in the background is the group.
Note the use of Get Point ID, which works even if the points don’t have their ID attribute set.
Get Closest Location and position coordinate systems
When you’re using Get Closest Locations, positions are local. That is, they are relative to the local coordinate system of the object that “owns” the ICE tree. The input Position is in local coordinates, so in most cases, (0, 0, 0) will do fine. And if you use the output locations to get positions, those positions will be in the local coordinate system of the ICE tree owner.
Hat tip: Gray, who has posted this several (many?) times over the years.
Using ICE attributes to control point light instances
With Arnold, it’s all in the ICE tree. SItoA looks for attribute names like ArnoldLight_intensity and automatically uses those attributes to set the corresponding parameter values on the point_light nodes it exports to Arnold.
With mental ray, you use the Attribute shaders:
Integer division in ICE
Dividing an integer N by itself doesn’t always give you 1.
I think it’s a problem in the Divide by Scalar node (the division is probably returning a scalar like 0.99999999, and then that is truncated to zero when it is converted to an integer).
A workaround is to do all your division with scalars, and then use modulo to determine whether you Round or Floor the result. Here’s an example compound by Guillaume Laforge:
