Trait truck_modeling::base::traits::ParameterDivision1D

pub trait ParameterDivision1D {
    type Point;
    fn parameter_division(
        &self, 
        range: (f64, f64), 
        tol: f64
    ) -> (Vec<f64, Global>, Vec<Self::Point, Global>);
}

Dividable curve

Associated Types

type Point

The curve is in the space of Self::Point.

Required methods

fn parameter_division(
    &self,
    range: (f64, f64),
    tol: f64
) -> (Vec<f64, Global>, Vec<Self::Point, Global>)

Creates the curve division (prameters, corresponding points).

Panics

tol must be more than TOLERANCE.

Implementations on Foreign Types

impl<'a, C> ParameterDivision1D for &'a C where
    C: ParameterDivision1D, 

type Point = <C as ParameterDivision1D>::Point

pub fn parameter_division(
    &self,
    range: (f64, f64),
    tol: f64
) -> (Vec<f64, Global>, Vec<<&'a C as ParameterDivision1D>::Point, Global>)

Implementors

impl ParameterDivision1D for Curve

type Point = Point3

impl<C> ParameterDivision1D for Processor<C, Matrix3<f64>> where
    C: ParameterDivision1D, 

type Point = <C as ParameterDivision1D>::Point

impl<C> ParameterDivision1D for Processor<C, Matrix4<f64>> where
    C: ParameterDivision1D, 

type Point = <C as ParameterDivision1D>::Point

impl<C, S> ParameterDivision1D for IntersectionCurve<C, S> where
    C: ParametricCurve3D,
    S: ParametricSurface3D + SearchNearestParameter<Point = Point3<f64>, Parameter = (f64, f64)>, 

type Point = Point3<f64>

impl<C, S> ParameterDivision1D for PCurve<C, S> where
    S: ParametricSurface,
    C: ParametricCurve2D,
    <S as ParametricSurface>::Point: EuclideanSpace,
    <S as ParametricSurface>::Point: MetricSpace,
    <S as ParametricSurface>::Vector: VectorSpace,
    <<S as ParametricSurface>::Point as EuclideanSpace>::Scalar == f64,
    <<S as ParametricSurface>::Point as MetricSpace>::Metric == f64,
    <<S as ParametricSurface>::Vector as VectorSpace>::Scalar == f64, 

type Point = <S as ParametricSurface>::Point

impl<P> ParameterDivision1D for BSplineCurve<P> where
    P: MetricSpace<Metric = f64> + ControlPoint<f64> + EuclideanSpace<Scalar = f64, Diff = <P as ControlPoint<f64>>::Diff>, 

type Point = P

impl<P> ParameterDivision1D for PolylineCurve<P> where
    P: ControlPoint<f64>, 

type Point = P

impl<V> ParameterDivision1D for NURBSCurve<V> where
    V: ControlPoint<f64, Diff = V> + Homogeneous<f64>,
    <V as Homogeneous<f64>>::Point: MetricSpace,
    <<V as Homogeneous<f64>>::Point as MetricSpace>::Metric == f64, 

type Point = <V as Homogeneous<f64>>::Point