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Write Paths Properties

PCGEx | Path : Properties

Compute extra path informations

The Write Path Properties node enhances path data by computing both point-level details (e.g., distances, normals, and directions) and path-level attributes like averaged direction, convexity, centroids, and additional spatial insights.


Paths
Paths to compute information from
Paths
Paths with extra information

Table of content


The Write Path Properties node outputs a variety of useful points data, as well as path-level data; like direction between path neighboring points, averaged path direction, whether a path is concave or convex; that kind of stuff.

details/paths-write-properties/lead.png

Properties


Property Description
Closed loop  
Scope The scope/selection of input data that are to be processed as closed paths or not.
-All processes all input as selected below.
-All but tagged inverts the scope based on tags.
Default is, all paths are considered open, unless they are tagged with ClosedLoop.
Closed Loop Whether to consider input data that are part of the scope as closed loop or not.
Comma Separated Tags Tags to check for. Any match uses the inverse of the above value.

Outputs

Output - Path


Output Description
Path Length
double
TBD
Path Direction
FVector
TBD
Path Centroid
FVector
TBD

Output - Points


Output Description
Up Vector Type Type of Up Vector source. Either a Constant or a per-point Attribute.
Up Vector
(Constant or Attribute)
Up vector used for computing spatial data.
Average Normals Whether normals should be averaged or not.
Dot
double
TBD
Angle
double
TBD
└─ Range TBD
Distance To Next
FVector
TBD
Distance To Prev
FVector
TBD
Distance To Start
FVector
TBD
Distance To End
FVector
TBD
Point Time
FVector
TBD
Point Normal
FVector
TBD
Point Binormal
FVector
TBD
Direction To Next
FVector
TBD
Direction To Prev
FVector
TBD

Tagging


Tag Description
Concave Tag If enabled, add the specified tag to the output data if the path is concave.
Convex Tag If enabled, add the specified tag to the output data if the path is convex.