create harmonic Representation of the normalized Wigner-D function with harmonic degree N and indices k,l : \(D^n_{k,l}\)
Syntax
SO3F = SO3FunHarmonic.WignerDmap(N,k,l)
SO3F = SO3FunHarmonic.WignerDmap(N,'full')Input
| N | harmonic degree of Wigner-D function |
| k,l | indices of Wigner-D function with harmonic degree N |
Output
| SO3F | SO3FunHarmonic |
Options
| 'full' | creates f(x) = sum_{k,l} D_{k,l}^N (x), i.e. sum of all |
| normalized Wigner | D functions with harmonic degree N |