bevy_math/curve/iterable.rs
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//! Iterable curves, which sample in the form of an iterator in order to support `Vec`-like
//! output whose length cannot be known statically.
use super::{ConstantCurve, Interval};
/// A curve which provides samples in the form of [`Iterator`]s.
///
/// This is an abstraction that provides an interface for curves which look like `Curve<Vec<T>>`
/// but side-stepping issues with allocation on sampling. This happens when the size of an output
/// array cannot be known statically.
pub trait IterableCurve<T> {
/// The interval over which this curve is parametrized.
fn domain(&self) -> Interval;
/// Sample a point on this curve at the parameter value `t`, producing an iterator over values.
/// 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.
///
/// Values sampled from outside of a curve's domain are generally considered invalid; data which
/// is nonsensical or otherwise useless may be returned in such a circumstance, and extrapolation
/// beyond a curve's domain should not be relied upon.
fn sample_iter_unchecked(&self, t: f32) -> impl Iterator<Item = T>;
/// Sample this curve at a specified time `t`, producing an iterator over sampled values.
/// The parameter `t` is clamped to the domain of the curve.
fn sample_iter_clamped(&self, t: f32) -> impl Iterator<Item = T> {
let t_clamped = self.domain().clamp(t);
self.sample_iter_unchecked(t_clamped)
}
/// Sample this curve at a specified time `t`, producing an iterator over sampled values.
/// If the parameter `t` does not lie in the curve's domain, `None` is returned.
fn sample_iter(&self, t: f32) -> Option<impl Iterator<Item = T>> {
if self.domain().contains(t) {
Some(self.sample_iter_unchecked(t))
} else {
None
}
}
}
impl<T> IterableCurve<T> for ConstantCurve<Vec<T>>
where
T: Clone,
{
fn domain(&self) -> Interval {
self.domain
}
fn sample_iter_unchecked(&self, _t: f32) -> impl Iterator<Item = T> {
self.value.iter().cloned()
}
}