GridSurface.CreateCubic Method

public static GridSurface CreateCubic(
	IReadOnlyList<IReadOnlyList<double>> axes,
	IReadOnlyList<double> values,
	ExtrapolationMode extrapolation = ExtrapolationMode.Throw
)

Public Shared Function CreateCubic ( 
	axes As IReadOnlyList(Of IReadOnlyList(Of Double)),
	values As IReadOnlyList(Of Double),
	Optional extrapolation As ExtrapolationMode = ExtrapolationMode.Throw
) As GridSurface

public:
static GridSurface^ CreateCubic(
	IReadOnlyList<IReadOnlyList<double>^>^ axes, 
	IReadOnlyList<double>^ values, 
	ExtrapolationMode extrapolation = ExtrapolationMode::Throw
)

static member CreateCubic : 
        axes : IReadOnlyList<IReadOnlyList<float>> * 
        values : IReadOnlyList<float> * 
        ?extrapolation : ExtrapolationMode 
(* Defaults:
        let _extrapolation = defaultArg extrapolation ExtrapolationMode.Throw
*)
-> GridSurface 

Parameters

axes  IReadOnlyList<IReadOnlyList<Double>>

The coordinate vectors for each dimension. Must have length 2 or 3.

values  IReadOnlyList<Double>

The grid values in row-major order.

extrapolation  ExtrapolationMode  (Optional)

The extrapolation mode for out-of-range coordinates.

Return Value

This method creates specialized cubic surfaces for 2D and 3D grids that are based on CubicSpline with natural cubic spline boundary conditions. These surfaces precompute partial derivatives at grid nodes for efficient evaluation.

For N-dimensional grids (including 2D/3D with different boundary conditions or custom kernels), use CreateCubicTensorSpline(IReadOnlyList<IReadOnlyList<Double>>, IReadOnlyList<Double>, GridBoundaryCondition, ExtrapolationMode) or CreateTensorSpline(IReadOnlyList<IReadOnlyList<Double>>, IReadOnlyList<Double>, ISplineKernel1D, GridBoundaryCondition, ExtrapolationMode) instead.

Boundary behavior: The specialized 2D/3D cubic surfaces use natural cubic splines along each axis, which enforce zero second derivative at the boundaries. This is equivalent to Natural.

Reference