Struct BoundaryPrism 

pub struct BoundaryPrism {
    pub origin: Point3,
    pub x: Vec3,
    pub y: Vec3,
    pub axis: Vec3,
}

Where a bounded half-space’s boundary stands and which way its prism runs (#321).

The boundary point (u, v) lies at origin + u x + v y, and the prism is the set of lines through the boundary’s region parallel to axis, infinite both ways. x and y are used as given: their lengths scale the boundary, the angle between them shears it, and their handedness mirrors it. Only the direction of axis counts, not its length or sign.

Fields

origin: Point3

Where the boundary’s (0, 0) lies.

x: Vec3

The image of the boundary’s +u.

y: Vec3

The image of the boundary’s +v.

axis: Vec3

The direction of the prism’s lines.

Implementations

impl BoundaryPrism

pub fn along_normal( frame: PlaneFrame, plane: Plane3, tolerance: Tolerance, ) -> GeomResult<Self>

The prism along plane’s normal of a boundary authored in frame (bounded_half_space_in_frame): frame’s x projected into the plane fixes the boundary’s rotation about the normal, its y is the normal cross that x – or its opposite for a frame mirrored about the normal, whose x cross y points against it (#322) – and its origin is projected onto the plane.

Errors

InvalidInput, by name, for a plane without a normal, a frame whose x is parallel to it, and a frame standing perpendicular to the plane (within the angular tolerance), which has no handedness there.

pub fn along_plane_normal( placement: Transform3, plane: Plane3, tolerance: Tolerance, ) -> GeomResult<Self>

The prism along plane’s normal of a boundary authored in placement’s xy plane, the whole frame honoured (#322): the boundary keeps the shape the placement gives it – the length of its x, the length and lean of its y against that x – and the placement’s handedness, laid into the plane with its x along the placement’s x projected there and its y to the side the normal cross that x points, or the other side for a left-handed placement, whose x, y and z are mirrored. The origin is projected onto the plane. For a right-handed placement with unit, perpendicular x and y this is BoundaryPrism::along_normal.

Errors

InvalidInput, by name, for a plane without a normal, a non-finite placement, a degenerate one, whose x, y and z columns do not span space within the angular tolerance (parallel or zero axes), and one whose x is parallel to the normal.

pub fn along_placement_z( placement: Transform3, tolerance: Tolerance, ) -> GeomResult<Self>

The prism of a boundary authored in placement’s xy plane and running along its z (#321): the point (u, v) at placement * (u, v, 0), the axis placement’s z column. This is how IFC bounds an IfcPolygonalBoundedHalfSpace, by its Position.

Errors

InvalidInput, by name, for a non-finite placement and for a degenerate one, whose x, y and z columns do not span space within the angular tolerance (parallel or zero axes): its boundary has no area, or its prism no direction off the boundary’s plane.

pub fn crossing( &self, plane: Plane3, tolerance: Tolerance, ) -> GeomResult<Scalar>

The cosine of the prism’s axis against plane’s unit normal, signed: how steeply, and from which side, the prism crosses the plane.

Errors

InvalidInput, by name, for a plane without a normal, an axis that is zero or not finite, and an axis within the angular tolerance of the plane: its prism never crosses it.

Trait Implementations

impl Clone for BoundaryPrism

fn clone(&self) -> Self

Returns a duplicate of the value.

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

Performs copy-assignment from source.

impl Copy for BoundaryPrism

impl Debug for BoundaryPrism

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

Formats the value using the given formatter.

impl PartialEq for BoundaryPrism

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

Equality operator ==.

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

Inequality operator !=.

impl StructuralPartialEq for BoundaryPrism