The OpenD Programming Language

metaSpline

mir interpolate spline

Spline interpolator used for non-rectiliner trapezoid-like greeds.

  1. MetaSpline!(T, X) metaSpline(RCArray!(immutable X) grid, RCArray!(const T) data, SplineBoundaryType typeOfBoundaries, F valueOfBoundaryConditions)
  2. MetaSpline!(T, X) metaSpline(RCArray!(immutable X) grid, RCArray!(const T) data, SplineType kind, F param, SplineBoundaryType typeOfBoundaries, F valueOfBoundaryConditions)
  3. MetaSpline!(T, X) metaSpline(RCArray!(immutable X) grid, RCArray!(const T) data, SplineBoundaryCondition!F boundaries, SplineType kind, F param)
    @fmamath
    MetaSpline!(T, X)
    metaSpline
    (
    F
    X
    T
    )
    (
    RCArray!(immutable X) grid
    ,
    RCArray!(const T) data
    ,
    SplineBoundaryCondition!F boundaries
    ,
    SplineType kind = SplineType.c2
    ,
    const F param = 0
    )
  4. MetaSpline!(T, X) metaSpline(RCArray!(immutable X) grid, RCArray!(const T) data, SplineBoundaryCondition!F lBoundary, SplineBoundaryCondition!F rBoundary, SplineType kind, F param)
  5. MetaSpline!(T, X) metaSpline(RCArray!(immutable X) grid, RCArray!(const T) data, SplineConfiguration!F configuration)

Parameters

grid RCArray!(immutable X)

rc-array of interpolation grid

data RCArray!(const T)

rc-array of interpolator-like structures

boundaries SplineBoundaryCondition!F

SplineBoundaryCondition for both tails.

kind SplineType

SplineType type of cubic spline.

param F

tangent power parameter for cardinal SplineType (ignored by other spline types). Use 1 for zero derivatives at knots and 0 for Catmull–Rom spline. Constraints: grid and values must have the same length >= 3

Return Value

Type: MetaSpline!(T, X)

Meta

Source

See Implementation

mir interpolate spline enumsfunctionsstructstemplates
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