pub struct Curve {}Expand description
A curve
Curve represents a curve in space, but holds no data to define that curve.
It is referenced by HalfEdge, which defines the curve in the coordinates
of its surface.
Curve exists to allow identifying which HalfEdges are supposed to be
coincident in global space.
§Equality
Curve contains no data and exists purely to be referenced via a Handle,
where Handle::id can be used to compare different instances of Curve.
If Curve had Eq/PartialEq implementations, it containing no data would
mean that all instances of Curve would be considered equal. This would be
very error-prone.
If you need to reference a Curve from a struct that needs to derive
Eq/Ord/…, you can use HandleWrapper<Curve> to do that. It will use
Handle::id to provide those Eq/Ord/… implementations.
Implementations§
Trait Implementations§
Source§impl TransformObject for Curve
impl TransformObject for Curve
Source§impl Validate for Curve
impl Validate for Curve
Source§fn validate(
&self,
_: &ValidationConfig,
_: &mut Vec<ValidationError>,
_: &Geometry,
)
fn validate( &self, _: &ValidationConfig, _: &mut Vec<ValidationError>, _: &Geometry, )
Source§fn validate_and_return_first_error(
&self,
geometry: &Geometry,
) -> Result<(), ValidationError>
fn validate_and_return_first_error( &self, geometry: &Geometry, ) -> Result<(), ValidationError>
Auto Trait Implementations§
impl Freeze for Curve
impl RefUnwindSafe for Curve
impl Send for Curve
impl Sync for Curve
impl Unpin for Curve
impl UnwindSafe for Curve
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T: ?Sized,
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T: ?Sized,
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SS: SubsetOf<SP>,
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self.to_subset but without any property checks. Always succeeds.Source§fn from_subset(element: &SS) -> SP
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self to the equivalent element of its superset.