Trait basic_dsp_vector::ToComplexVector

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pub trait ToComplexVector<S, T>
where S: Sized + ToSlice<T>, T: RealNumber,
{ // Required methods fn to_complex_time_vec(self) -> ComplexTimeVec<S, T>; fn to_complex_freq_vec(self) -> ComplexFreqVec<S, T>; }
Expand description

Conversion from a generic data type into a dsp vector with complex data.

Required Methods§

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fn to_complex_time_vec(self) -> ComplexTimeVec<S, T>

Create a new vector in complex number space and time domain. delta can be changed after construction with a call of set_delta.

For complex vectors with an odd length the resulting value will have a zero length.

use basic_dsp_vector::*;
let mut vec = Vec::with_capacity(10);
vec.push(Complex::new(1.0, 2.0));
vec.push(Complex::new(3.0, 4.0));
assert_eq!(2, vec.len());
assert_eq!(10, vec.capacity());
let vec = vec.to_complex_time_vec();
assert_eq!(2, vec.points());
assert_eq!(4, vec.len());
assert_eq!(20, vec.alloc_len());
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fn to_complex_freq_vec(self) -> ComplexFreqVec<S, T>

Create a new vector in complex number space and frequency domain. delta can be changed after construction with a call of set_delta.

For complex vectors with an odd length the resulting value will have a zero length.

use basic_dsp_vector::*;
let mut vec = Vec::with_capacity(10);
vec.push(1.0);
vec.push(2.0);
vec.push(3.0);
vec.push(4.0);
assert_eq!(4, vec.len());
assert_eq!(10, vec.capacity());
let vec = vec.to_complex_freq_vec();
assert_eq!(2, vec.points());
assert_eq!(4, vec.len());
assert_eq!(10, vec.alloc_len());

Implementations on Foreign Types§

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impl<'a, T> ToComplexVector<&'a [T], T> for &'a [T]
where T: RealNumber,

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impl<'a, T> ToComplexVector<&'a [T], T> for &'a [Complex<T>]
where T: RealNumber,

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impl<'a, T> ToComplexVector<&'a mut [T], T> for &'a mut [T]
where T: RealNumber,

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impl<'a, T> ToComplexVector<&'a mut [T], T> for &'a mut [Complex<T>]
where T: RealNumber,

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impl<A, const CAP: usize> ToComplexVector<ArrayVec<A, CAP>, A> for ArrayVec<A, CAP>
where A: RealNumber,

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impl<T> ToComplexVector<Box<[T]>, T> for Box<[T]>
where T: RealNumber,

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impl<T> ToComplexVector<Vec<T>, T> for Vec<Complex<T>>
where T: RealNumber,

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impl<T> ToComplexVector<Vec<T>, T> for Vec<T>
where T: RealNumber,

Implementors§