Expand description
Implements the B-spline curve.
A B-spline curve can be defined by
with the
- parameter
u ∈ [0,1]
defining a point on the curve, - derivative order
k
, - number of polynomial spline segments
n
, - spline degree
p
, k
-th derivative knot vectorU
,n+1-k
spline basis functionN
of degreep
defined by the knot vectorU
, andn+1-k
,N
-dimensional control pointsP
.
Modules§
- Implements the basis spline functions using the Cox-de Boor-Mansfield recurrence relation
- Generates a curve with different methods knot into the curve.
- Implements the knot vector defining the spline basis functions.
- Implements different parameter generation methods.
- Implements the control points constituting the control polygon of the curve.