pub struct QuinticInOutCurve;
Expand description
Behaves as QuinticIn
for t < 0.5 and as QuinticOut
for t >= 0.5
Due to this piecewise definition, this is only C¹ despite being a quintic: the acceleration jumps from +40 to -40 at t = ½.
Consider using SmootherStepCurve
instead, which is also quintic.
Trait Implementations§
Source§impl Clone for QuinticInOutCurve
impl Clone for QuinticInOutCurve
Source§fn clone(&self) -> QuinticInOutCurve
fn clone(&self) -> QuinticInOutCurve
Returns a duplicate of the value. Read more
1.0.0 · Source§fn clone_from(&mut self, source: &Self)
fn clone_from(&mut self, source: &Self)
Performs copy-assignment from
source
. Read moreSource§impl Curve<f32> for QuinticInOutCurve
impl Curve<f32> for QuinticInOutCurve
Source§fn sample_unchecked(&self, t: f32) -> f32
fn sample_unchecked(&self, t: f32) -> f32
Sample a point on this curve at the parameter value
t
, extracting the associated value.
This is the unchecked version of sampling, which should only be used if the sample time t
is already known to lie within the curve’s domain. Read moreSource§fn sample(&self, t: f32) -> Option<T>
fn sample(&self, t: f32) -> Option<T>
Sample a point on this curve at the parameter value
t
, returning None
if the point is
outside of the curve’s domain.Source§fn sample_clamped(&self, t: f32) -> T
fn sample_clamped(&self, t: f32) -> T
Sample a point on this curve at the parameter value
t
, clamping t
to lie inside the
domain of the curve.impl Copy for QuinticInOutCurve
Auto Trait Implementations§
impl Freeze for QuinticInOutCurve
impl RefUnwindSafe for QuinticInOutCurve
impl Send for QuinticInOutCurve
impl Sync for QuinticInOutCurve
impl Unpin for QuinticInOutCurve
impl UnwindSafe for QuinticInOutCurve
Blanket Implementations§
Source§impl<T, U> AsBindGroupShaderType<U> for T
impl<T, U> AsBindGroupShaderType<U> for T
Source§fn as_bind_group_shader_type(&self, _images: &RenderAssets<GpuImage>) -> U
fn as_bind_group_shader_type(&self, _images: &RenderAssets<GpuImage>) -> U
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fn borrow_mut(&mut self) -> &mut T
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Source§impl<T> CloneToUninit for Twhere
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impl<T> CloneToUninit for Twhere
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Source§impl<C, T> CurveExt<T> for Cwhere
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impl<C, T> CurveExt<T> for Cwhere
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Source§fn sample_iter(
&self,
iter: impl IntoIterator<Item = f32>,
) -> impl Iterator<Item = Option<T>>
fn sample_iter( &self, iter: impl IntoIterator<Item = f32>, ) -> impl Iterator<Item = Option<T>>
Sample a collection of
n >= 0
points on this curve at the parameter values t_n
,
returning None
if the point is outside of the curve’s domain. Read moreSource§fn sample_iter_unchecked(
&self,
iter: impl IntoIterator<Item = f32>,
) -> impl Iterator<Item = T>
fn sample_iter_unchecked( &self, iter: impl IntoIterator<Item = f32>, ) -> impl Iterator<Item = T>
Sample a collection of
n >= 0
points on this curve at the parameter values t_n
,
extracting the associated values. This is the unchecked version of sampling, which should
only be used if the sample times t_n
are already known to lie within the curve’s domain. Read moreSource§fn sample_iter_clamped(
&self,
iter: impl IntoIterator<Item = f32>,
) -> impl Iterator<Item = T>
fn sample_iter_clamped( &self, iter: impl IntoIterator<Item = f32>, ) -> impl Iterator<Item = T>
Sample a collection of
n >= 0
points on this curve at the parameter values t_n
,
clamping t_n
to lie inside the domain of the curve. Read moreSource§fn map<S, F>(self, f: F) -> MapCurve<T, S, Self, F>where
F: Fn(T) -> S,
fn map<S, F>(self, f: F) -> MapCurve<T, S, Self, F>where
F: Fn(T) -> S,
Create a new curve by mapping the values of this curve via a function
f
; i.e., if the
sample at time t
for this curve is x
, the value at time t
on the new curve will be
f(x)
.Source§fn reparametrize<F>(self, domain: Interval, f: F) -> ReparamCurve<T, Self, F>
fn reparametrize<F>(self, domain: Interval, f: F) -> ReparamCurve<T, Self, F>
Create a new
Curve
whose parameter space is related to the parameter space of this curve
by f
. For each time t
, the sample from the new curve at time t
is the sample from
this curve at time f(t)
. The given domain
will be the domain of the new curve. The
function f
is expected to take domain
into self.domain()
. Read moreSource§fn reparametrize_linear(
self,
domain: Interval,
) -> Result<LinearReparamCurve<T, Self>, LinearReparamError>
fn reparametrize_linear( self, domain: Interval, ) -> Result<LinearReparamCurve<T, Self>, LinearReparamError>
Source§fn reparametrize_by_curve<C>(self, other: C) -> CurveReparamCurve<T, Self, C>
fn reparametrize_by_curve<C>(self, other: C) -> CurveReparamCurve<T, Self, C>
Source§fn graph(self) -> GraphCurve<T, Self>
fn graph(self) -> GraphCurve<T, Self>
Source§fn zip<S, C>(
self,
other: C,
) -> Result<ZipCurve<T, S, Self, C>, InvalidIntervalError>where
C: Curve<S>,
fn zip<S, C>(
self,
other: C,
) -> Result<ZipCurve<T, S, Self, C>, InvalidIntervalError>where
C: Curve<S>,
Source§fn chain<C>(self, other: C) -> Result<ChainCurve<T, Self, C>, ChainError>where
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Source§fn reverse(self) -> Result<ReverseCurve<T, Self>, ReverseError>
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fn repeat(self, count: usize) -> Result<RepeatCurve<T, Self>, RepeatError>
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Source§fn chain_continue<C>(
self,
other: C,
) -> Result<ContinuationCurve<T, Self, C>, ChainError>where
T: VectorSpace,
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fn chain_continue<C>(
self,
other: C,
) -> Result<ContinuationCurve<T, Self, C>, ChainError>where
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Source§fn samples(
&self,
samples: usize,
) -> Result<impl Iterator<Item = T>, ResamplingError>
fn samples( &self, samples: usize, ) -> Result<impl Iterator<Item = T>, ResamplingError>
Extract an iterator over evenly-spaced samples from this curve. Read more
Source§impl<C, T> CurveResampleExt<T> for C
impl<C, T> CurveResampleExt<T> for C
Source§fn resample<I>(
&self,
segments: usize,
interpolation: I,
) -> Result<SampleCurve<T, I>, ResamplingError>
fn resample<I>( &self, segments: usize, interpolation: I, ) -> Result<SampleCurve<T, I>, ResamplingError>
Resample this
Curve
to produce a new one that is defined by interpolation over equally
spaced sample values, using the provided interpolation
to interpolate between adjacent samples.
The curve is interpolated on segments
segments between samples. For example, if segments
is 1,
only the start and end points of the curve are used as samples; if segments
is 2, a sample at
the midpoint is taken as well, and so on. Read moreSource§fn resample_auto(
&self,
segments: usize,
) -> Result<SampleAutoCurve<T>, ResamplingError>where
T: StableInterpolate,
fn resample_auto(
&self,
segments: usize,
) -> Result<SampleAutoCurve<T>, ResamplingError>where
T: StableInterpolate,
Resample this
Curve
to produce a new one that is defined by interpolation over equally
spaced sample values, using automatic interpolation to interpolate between adjacent samples.
The curve is interpolated on segments
segments between samples. For example, if segments
is 1,
only the start and end points of the curve are used as samples; if segments
is 2, a sample at
the midpoint is taken as well, and so on. Read moreSource§fn resample_uneven<I>(
&self,
sample_times: impl IntoIterator<Item = f32>,
interpolation: I,
) -> Result<UnevenSampleCurve<T, I>, ResamplingError>
fn resample_uneven<I>( &self, sample_times: impl IntoIterator<Item = f32>, interpolation: I, ) -> Result<UnevenSampleCurve<T, I>, ResamplingError>
Source§fn resample_uneven_auto(
&self,
sample_times: impl IntoIterator<Item = f32>,
) -> Result<UnevenSampleAutoCurve<T>, ResamplingError>where
T: StableInterpolate,
fn resample_uneven_auto(
&self,
sample_times: impl IntoIterator<Item = f32>,
) -> Result<UnevenSampleAutoCurve<T>, ResamplingError>where
T: StableInterpolate,
Resample this
Curve
to produce a new one that is defined by automatic interpolation over
samples taken at the given set of times. The given sample_times
are expected to contain at least
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