Function qsym2::angmom::spinor_rotation_3d::dmat_euler_gen_element
source · pub fn dmat_euler_gen_element(
twoj: u32,
mdashi: usize,
mi: usize,
euler_angles: (f64, f64, f64),
) -> Complex<f64>
Expand description
Returns an element in the Wigner rotation matrix for an integral or half-integral
, defined by
The explicit expression for the elements of
is given in Professor Anthony Stone’s graduate lecture notes on Angular Momentum at the
University of Cambridge in 2006.
§Arguments
twoj
- Two times the angular momentum. If this is even,
is integral; otherwise,
is half-integral.
mdashi
- Index forgiven by
.
mi
- Index forgiven by
.
euler_angles
- A triplet of Euler anglesin radians, following the Whitaker convention, i.e.
(extrinsic rotations).
§Returns
The element .