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Domain Repeat
Tiles the Source subgraph forever by folding the sample position into one cell. A single Sphere plus a small Domain Repeat is a whole field of spheres for the memory of one.
The Domain Repeat node
When to use it
Tiles the Source subgraph forever by folding the sample position into one cell. A single Sphere plus a small Domain Repeat is a whole field of spheres for the memory of one.
Cell Z defaults to 0, and an axis with a cell of 0 does not tile at all. That is usually what you want for pillars standing on ground, and a surprise if you expected a 3D lattice.
The cell has to be bigger than the shape inside it. A shape wider than its cell gets sliced by the fold and the copies fuse into one slab. Pair it with Domain Warp so the grid does not read as a grid.
Pins
| Pin | Type | Description |
|---|---|---|
Source |
Number | The thing to repeat. |
CellX |
Number | How far apart the copies sit along X. 0 means no repeat on this axis. |
CellY |
Number | How far apart the copies sit along Y. 0 means no repeat on this axis. |
CellZ |
Number | How far apart the copies sit along Z. 0 means no repeat on this axis. |
| Pin | Type | Description |
|---|---|---|
Result |
Number | Source, repeated. |
Available in Mesh Morpher Graph and Mesh Morpher Studio.