[][src]Trait nphysics3d::utils::GeneralizedCross

pub trait GeneralizedCross {
    type Rhs;
    type CrossVector;
    type CrossMatrix;
    type CrossMatrixTr;
    fn gcross(&self, rhs: &Self::Rhs) -> Self::CrossVector;
fn gcross_matrix(&self) -> Self::CrossMatrix;
fn gcross_matrix_tr(&self) -> Self::CrossMatrixTr; }

This is a non-standard generalization of the cross product design exclusively to group the 3D cross product and the 2D perpendicular product behind the same interface.

Associated Types

type Rhs

The right-hand-side of this cross product.

type CrossVector

The result type of the this (non-standard) generalized cross product.

type CrossMatrix

The matrix representation of this (non-standard) generalized cross product.

type CrossMatrixTr

The transposed matrix representation of this (non-standard) generalized cross product.

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Required methods

fn gcross(&self, rhs: &Self::Rhs) -> Self::CrossVector

Computes this (non-standard) generalized cross product.

fn gcross_matrix(&self) -> Self::CrossMatrix

Computes the matrix represenattion of this (non-standard) generalized cross product.

fn gcross_matrix_tr(&self) -> Self::CrossMatrixTr

Computes the transposed matrix represenattion of this (non-standard) generalized cross product.

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Implementations on Foreign Types

impl<N: RealField> GeneralizedCross for Vector1<N>[src]

type Rhs = Vector2<N>

type CrossVector = Vector2<N>

type CrossMatrix = Matrix2<N>

type CrossMatrixTr = Matrix2<N>

impl<N: RealField> GeneralizedCross for Vector2<N>[src]

type Rhs = Vector2<N>

type CrossVector = Vector1<N>

type CrossMatrix = RowVector2<N>

type CrossMatrixTr = Vector2<N>

impl<N: RealField> GeneralizedCross for Vector3<N>[src]

type Rhs = Vector3<N>

type CrossVector = Vector3<N>

type CrossMatrix = Matrix3<N>

type CrossMatrixTr = Matrix3<N>

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Implementors

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