Function jones_rotation_kernel 

pub fn jones_rotation_kernel(
    jones_matrix: &CausalTensor<Complex<f64>>,
    angle: RayAngle,
) -> Result<CausalTensor<Complex<f64>>, PhysicsError>

Rotates a Jones Matrix (operator) by an angle $\phi$.

$$ M’(\phi) = R(-\phi) \cdot M \cdot R(\phi) $$

where $R(\phi)$ is the 2D rotation matrix: $$ R(\phi) = \begin{pmatrix} \cos\phi & \sin\phi \ -\sin\phi & \cos\phi \end{pmatrix} $$

This transforms an optical element (like a polarizer or waveplate) aligned along the horizontal axis to an arbitrary axis $\phi$.

Arguments

• jones_matrix - The $2 \times 2$ complex Jones matrix of the element.
• angle - Rotation angle $\phi$.

Returns

• Result<CausalTensor<Complex<f64>>, PhysicsError> - The rotated Jones matrix.