Construct NurbsSurfaceData based on NURBS surface data, where the weights are supplied.
The NURBS surface will be (piecewise) polynomial if all the weights are equal, rational if not.
Note: A rational polynomial is a quotient of two polynomials; this includes a polynomial,
which can be thought of as a quotient with denominator equal to 1.
Namespace: Autodesk.Revit.DB
Assembly: RevitAPI (in RevitAPI.dll) Version: 19.0.0.0 (19.0.0.405)
Since:
2016
Syntax
Parameters
- degreeU
- Type: System..::..Int32
The degree of the spline in the u-direction; must be positive.
- degreeV
- Type: System..::..Int32
The degree of the spline in the v-direction; must be positive.
- knotsU
- Type: System.Collections.Generic..::..IList<(Of <(<'Double>)>)>
Knot values in the u-direction.
The number of knots in the u-direction must be at least 2 * (degreeU + 1).
- knotsV
- Type: System.Collections.Generic..::..IList<(Of <(<'Double>)>)>
Knot values in the v-direction.
The number of knots in the v-direction must be at least 2 * (degreeV + 1).
- controlPoints
- Type: System.Collections.Generic..::..IList<(Of <(<'XYZ>)>)>
One dimensional array of points representing the two dimensional net of control points
of the NURBS surface in u and v directions.
The total number of control points must equal numControlPtsU times numControlPtsV,
where numControlPtsU and numControlPtsV are the numbers of control points in u and v directions,
and they must satisfy the following conditions:
- numControlPtsU = number of knots in u - degreeU - 1.
- numControlPtsV = number of knots in v - degreeV - 1.
The convention for 2d (idxU, idxV) to 1d (idx) conversion of array indexes: idxV first.
That is, idxU is outer loop and idxV is inner loop. In other words,
idx = idxU * numControlPtsV + idxV.
- weights
- Type: System.Collections.Generic..::..IList<(Of <(<'Double>)>)>
Array of weights assigned to the control points.
The number of weights must equal the number of control points.
All weights should be greater than zero.
- bReverseOrientation
- Type: System..::..Boolean
If true, the surface's orientation is opposite to the canonical parametric orientation, otherwise it is the same.
The canonical parametric orientation is a counter-clockwise sense of rotation in the uv-parameter plane.
Extrinsically, the oriented normal vector for the canonical parametric orientation points in the direction of
the cross product dS/du x dS/dv, which S(u, v) is the parameterized surface.
Exceptions
| Exception | Condition |
|---|
| Autodesk.Revit.Exceptions..::..ArgumentException |
The U-degree value must be at least 1.
-or-
The V-degree value must be at least 1.
-or-
The number of knots in the U direction must be at least 2 times the U-degree plus 1.
-or-
The number of knots in the V direction must be at least 2 times the V-degree plus 1.
-or-
The number of control points must equal (number of U-knots - U-degree - 1) * (number of V-knots - V-degree - 1).
-or-
The number of weights must be the same as the number of control points and all weights must be positive or all zero.
|
| Autodesk.Revit.Exceptions..::..ArgumentNullException |
A non-optional argument was NULL
|
See Also