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Given an input curve (inputCurve) and an index of a control vertex
(index), attempt to produce an output curve (outputCurve) that
interpolates the position of that control point, without changing
the parameter domain or the total number of control points in the
curve. This will be accomplished (if possible) by reparameterizing
the curve to introduce a multiple knot of a specified multiplicity.
A multiplicity of -1 will produce a full multiplicity knot (equal
to the degree of the curve.)
| Node name |
Parents |
MFn type |
Compatible function sets |
| hardenPoint |
abstractBaseCreate |
kHardenPointCurve |
kBase
kNamedObject
kDependencyNode
kCreate
kHardenPointCurve |
Related nodes
makeTextCurves, offsetCurve, filletCurve, alignCurve, closeCurve, smoothCurve
Attributes (4)
index, inputCurve, multiplicity, outputCurve
| Long name (short name) |
Type |
Default |
Flags |
|
inputCurve
(ic) |
nurbsCurve |
NULL |
   |
|
index
(i) |
integer |
0 |
   |
|
multiplicity
(m) |
integer |
-1 |
|
|
outputCurve
(oc) |
nurbsCurve |
NULL |
|