Struct Area 

pub struct Area;

An area.

Implementations

impl Area

pub const fn square_meters(value: TensorRank0) -> Quantity<Area>

A quantity of square metres.

pub const fn square_millimeters(value: TensorRank0) -> Quantity<Area>

A quantity of square millimetres.

pub const fn square_centimeters(value: TensorRank0) -> Quantity<Area>

A quantity of square centimetres.

Trait Implementations

impl Clone for Area

fn clone(&self) -> Area

Returns a duplicate of the value.

fn clone_from(&mut self, source: &Self)

Performs copy-assignment from source.

impl Debug for Area

fn fmt(&self, f: &mut Formatter<'_>) -> Result

Formats the value using the given formatter.

impl FiniteElement<G, M, N, P, Area> for Hexahedron

fn integration_points() -> ParametricCoordinates<G, M>

fn integration_weights(&self) -> &IntegrationWeights<G, Area>

fn parametric_reference() -> ParametricReference<M, N>

fn parametric_weights() -> ScalarList<G>

fn shape_functions( parametric_coordinate: ParametricCoordinate<M>, ) -> ShapeFunctions<P>

fn shape_functions_gradients( parametric_coordinate: ParametricCoordinate<M>, ) -> ShapeFunctionsGradients<M, P>

fn shape_functions_at_integration_points() -> ShapeFunctionsAtIntegrationPoints<G, P>

fn shape_functions_gradients_at_integration_points() -> StandardGradientOperators<M, P, G>

fn volume(&self) -> Quantity<W>

impl FiniteElement<G, M, N, P, Area> for Wedge

fn integration_points() -> ParametricCoordinates<G, M>

fn integration_weights(&self) -> &IntegrationWeights<G, Area>

fn parametric_reference() -> ParametricReference<M, N>

fn parametric_weights() -> ScalarList<G>

fn shape_functions( parametric_coordinate: ParametricCoordinate<M>, ) -> ShapeFunctions<P>

fn shape_functions_gradients( parametric_coordinate: ParametricCoordinate<M>, ) -> ShapeFunctionsGradients<M, P>

fn shape_functions_at_integration_points() -> ShapeFunctionsAtIntegrationPoints<G, P>

fn shape_functions_gradients_at_integration_points() -> StandardGradientOperators<M, P, G>

fn volume(&self) -> Quantity<W>

impl PartialEq for Area

fn eq(&self, other: &Area) -> bool

Tests for self and other values to be equal, and is used by ==.

fn ne(&self, other: &Rhs) -> bool

Tests for !=. The default implementation is almost always sufficient, and should not be overridden without very good reason.

impl<const G: usize, const N: usize, const O: usize, const P: usize> SurfaceFiniteElement<G, N, P, Area> for CohesiveElement<G, N, O>

where Self: FiniteElement<G, M, N, P, Area>,

fn bases<I>( nodal_coordinates: &ElementNodalEitherCoordinates<I, P>, ) -> SurfaceBases<I, G>

fn dual_bases<I>( nodal_coordinates: &ElementNodalEitherCoordinates<I, P>, ) -> SurfaceDualBases<I, G>

fn normals(nodal_coordinates: &ElementNodalCoordinates<P>) -> Normals<G>

fn normal_gradients( nodal_coordinates: &ElementNodalCoordinates<P>, ) -> NormalGradients<P, G>

fn normal_rates( nodal_coordinates: &ElementNodalCoordinates<P>, nodal_velocities: &ElementNodalVelocities<P>, ) -> NormalRates<G>

impl UnitDiv<Area> for Area

type Output = Dimensionless

The unit of the quotient.

impl UnitDiv<Area> for Dimensionless

type Output = ReciprocalArea

The unit of the quotient.

impl UnitDiv<Area> for Energy

type Output = ForcePerLength

The unit of the quotient.

impl UnitDiv<Area> for Force

type Output = Stress

The unit of the quotient.

impl UnitDiv<Area> for ForcePerLength

type Output = StressPerLength

The unit of the quotient.

impl UnitDiv<Area> for Length

type Output = ReciprocalLength

The unit of the quotient.

impl UnitDiv<Area> for SecondMomentOfArea

type Output = Area

The unit of the quotient.

impl UnitDiv<Area> for Volume

type Output = Length

The unit of the quotient.

impl UnitDiv<Dimensionless> for Area

type Output = Area

The unit of the quotient.

impl UnitDiv<Energy> for Area

type Output = ReciprocalForcePerLength

The unit of the quotient.

impl UnitDiv<Length> for Area

type Output = Length

The unit of the quotient.

impl UnitDiv<ReciprocalForcePerLength> for Area

type Output = Energy

The unit of the quotient.

impl UnitDiv<Volume> for Area

type Output = ReciprocalLength

The unit of the quotient.

impl UnitHalves for Area

type First = Area

The unit the first half takes.

type Second = Area

The unit the second half takes.

impl UnitInv for Area

type Output = ReciprocalArea

The unit of the inverse.

impl UnitMul<Area> for Area

type Output = SecondMomentOfArea

The unit of the product.

impl UnitMul<Area> for Dimensionless

type Output = Area

The unit of the product.

impl UnitMul<Area> for ForcePerLength

type Output = Energy

The unit of the product.

impl UnitMul<Area> for Length

type Output = Volume

The unit of the product.

impl UnitMul<Area> for ReciprocalArea

type Output = Dimensionless

The unit of the product.

impl UnitMul<Area> for ReciprocalLength

type Output = Length

The unit of the product.

impl UnitMul<Area> for Stress

type Output = Force

The unit of the product.

impl UnitMul<Area> for StressPerLength

type Output = ForcePerLength

The unit of the product.

impl UnitMul<Dimensionless> for Area

type Output = Area

The unit of the product.

impl UnitMul<ForcePerLength> for Area

type Output = Energy

The unit of the product.

impl UnitMul<Length> for Area

type Output = Volume

The unit of the product.

impl UnitMul<ReciprocalArea> for Area

type Output = Dimensionless

The unit of the product.

impl UnitMul<ReciprocalLength> for Area

type Output = Length

The unit of the product.

impl UnitMul<Stress> for Area

type Output = Force

The unit of the product.

impl UnitSum for Area

type Output = Area

The unit of the sum.

impl Copy for Area

impl Eq for Area

impl StructuralPartialEq for Area

impl Unit for Area