Phase Space

Kinetic.VSpace1D — Type

1D velocity space

@consts: u0, u1, nu, u, du, weights

Kinetic.VSpace2D — Type

2D velocity space

@consts: u0, u1, nu, v0, v1, nv, u, v, du, dv, weights

Kinetic.VSpace3D — Type

3D velocity space

@consts: u0, u1, nu, v0, v1, nv, w0, w1, nw, u, v, w, du, dv, dw, weights

Kinetic.MVSpace1D — Type

1D multi-component velocity space

@consts: u0, u1, nu, u, du, weights

Kinetic.MVSpace2D — Type

2D multi-component velocity space

@consts: u0, u1, nu, v0, v1, nv, u, v, du, dv, weights

Kinetic.MVSpace3D — Type

3D multi-component velocity space

@consts: u0, u1, nu, v0, v1, nv, w0, w1, nw, u, v, w, du, dv, dw, weights

Kinetic.newton_cotes — Function

Newton-Cotes rule

newton_cotes(idx::T, num::T) where {T<:Int}

Kinetic.legendre_quadrature — Function

Gauss-Legendre quadrature

legendre_quadrature(n::Int)

@arg n : quadrature order (MUST be even)
@return points : quadrature points in 3D coordinate
@return weights : quadrature weights

Kinetic.octa_quadrature — Function

Octaeder quadrature

octa_quadrature(n::Int, slerpflag = true::Bool)

@arg n : quadrature order
@arg slerpflag : flag of spherical linear interpolation
@return points
@return triangulation

Kinetic.quadrature_weights — Function

Create quadrature weights from points and triangulation

create_weights(n::Int, xyz::AbstractArray{<:Real,2}, triangles::AbstractArray{Int,2})

@arg xyz : quadrature points
@arg triangles : triangulation
@return weights : quadrature weights