SoVascularDistanceToInventor¶
-
InventorModule
¶ genre VesselVis
author MeVis Medical Solutions AG
package MeVisLab/Standard
dll SoVascularSystem
definition SoVascularSystem.def
Purpose¶
The module SoVascularDistanceToInventor
measures the minimal distances of the skeletons of a vascular system graph to an arbitrary Open Inventor scene and stores these distances in the label variable of the skeleton.
Details¶
The module computes the minimal distances between all nodes of one structure to all nodes of the other structure.
Input Fields¶
inGraph¶
-
name:
inGraph
, type:
Graph(MLBase)
¶ - For accessing this object via scripting see the Scripting Reference:
MLGraphWrapper
.
Output Fields¶
outGraph¶
-
name:
outGraph
, type:
Graph(MLBase)
¶ - For accessing this object via scripting see the Scripting Reference:
MLGraphWrapper
.
Parameter Fields¶
Field Index¶
Apply : Trigger |
Min. (realMinimumDistance) : Float |
Auto Apply : Bool |
pickCulling : Enum |
Auto Update : Bool |
renderCaching : Enum |
boundingBoxCaching : Enum |
renderCulling : Enum |
Copy Graph : Bool |
Use : Bool |
Max. (maximumNormalizeValue) : Float |
|
Max. (realMaximumDistance) : Float |
|
Min. (minimumNormalizeValue) : Float |
Visible Fields¶
Auto Apply¶
-
name:
autoApply
, type:
Bool
, default:
FALSE
¶ If checked, a change of any field leads to a new computation.
Auto Update¶
-
name:
autoUpdate
, type:
Bool
, default:
FALSE
¶ If checked, a change of any input leads to a new computation.
Copy Graph¶
-
name:
copyGraph
, type:
Bool
, default:
FALSE
¶ If checked, the input graph is copied before storing the distances into it.
Otherwise, the module works directly on the input graph.
Use¶
-
name:
normalizeDistances
, type:
Bool
, default:
FALSE
¶ If checked, the stored distances are normalized and lie in [-1..1].
Min. (minimumNormalizeValue)¶
-
name:
minimumNormalizeValue
, type:
Float
, default:
0
¶ Shows the normalized minimum minimal distance.
Max. (maximumNormalizeValue)¶
-
name:
maximumNormalizeValue
, type:
Float
, default:
1
¶ Shows the normalized maximum minimal distance.