order
order: number
order of polynomial
- The order is the number of basis functions that are in effect at any knot value.
- The order is the number of points that affect the curve at any knot value, i.e. the size of the "local support" set
order=2
is lines (degree 1)order=3
is quadratic (degree 2)order=4
is cubic (degree 3)- The number of knots follows the convention "poles+order= knots".
- In this convention (for example), a clamped cubic with knots
[0,0,0,0, 1,2,3,4,4,4,4]
has: - 4 (
order
) copies of the start and end knot (0 and 4) and
- 4 (
- 3 interior knots
- Hence expect 7 poles.
Defined in
- serialization/IModelJsonSchema.ts Line 373
Last Updated: 20 June, 2023