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Curve
M.C.Escher Tilings
Mesh
Pattern Generation
Primitive
Surface
Tiling
Util

Meta Escher Trilateral

Generates a Heterogeneous Tiling (Deformation Parquet) of Custom Curves Based on a Trilateral (Triangular) Grid [Best Known from Drawings of M.C.Escher (1898-1972)]

Inputs

NameIDDescriptionType
PlanePBase Plane for GridPlane
#1 Curve(s)C1List of Custom Curves (of any Degree) [Curves Will Be Aligned/Mapped Respectively on Grid Edges and will Tween among themselves] Preferably input atleast 2 CurvesCurve
#2 Curve(s)C2List of Custom Curves (of any Degree) [Curves Will Be Aligned/Mapped Respectively on Grid Edges and will Tween among themselves] Preferably input atleast 2 CurvesCurve
#3 Curve(s)C3List of Custom Curves (of any Degree) [Curves Will Be Aligned/Mapped Respectively on Grid Edges and will Tween among themselves] Preferably input atleast 2 CurvesCurve
Meta PointsMPPoint(s) to manipulate Pattern-Metamorphosis (Similar to Attractor Points)Point
Extend XExNumber of Grid Cells in Base Plane X directionInteger
Extend YEyNumber of Grid Cells in Base Plane Y directionInteger
SizeSSize of Grid CellsNumber

Outputs

NameIDDescriptionType
CurvesCEscherized! Network of Curves [Deformation Parquet]Curve

Video Tutorials

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